tag:blogger.com,1999:blog-85614373347840272122024-02-06T20:29:44.277-08:00Math-termindThis blog is a way for me to journal and reflect on my years of teaching. Unknownnoreply@blogger.comBlogger29125tag:blogger.com,1999:blog-8561437334784027212.post-20716328555399837132017-08-19T11:17:00.000-07:002017-08-19T11:17:17.259-07:00What Mathematicians Do...<div style="text-align: center;">
<span style="color: yellow; font-size: large;"><i><b>I think the universe is trying to tell me something. </b></i></span></div>
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School started this week and, as part of that, I had my geometry students working through the <a href="http://map.mathshell.org/download.php?fileid=1613" target="_blank">Packing A Truck</a> problem from the Mathematics Assessment Project. The activity required two class days. On day one, I gave the students time to work on the problem individually, followed by group work time. Each group was then instructed to put their best solution (no groups had the "right" answer), as well as an explanation of their solution, on a half sheet of poster board. The groups rotated about the room making notice & wonder statements about each of the other group's solutions. On day two, I gave the students the correct answer and asked them to try to produce it - only one group succeeded. After working through the solution as a class, I asked them why they thought I would give them a problem that I didn't expect them to complete correctly. Some answers I received:<br />
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<ul>
<li>"You wanted to see if we would stick with it." </li>
<li>"You wanted to see how well we could explain our thinking." </li>
<li>"You wanted to see how well we work in groups." </li>
</ul>
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<b><span style="color: orange; font-size: x-large;">YES!!! </span></b></div>
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I tried to make them understand that mathematics is not about always knowing how to solve a problem on the first try; that mathematicians may attack a problem from several directions and may never reach the answer they sought. Mathematics is about the struggle and the persistence to continue. <br />
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My online graduate level course for the semester (technically) begins on the 21st, but he professor opened it a few days early. The topic of the class is about problem solving. In his opening remarks, the professor made these statements:<br />
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<ul>
<li>"Problem solving, to me, really captures the essence of mathematical practice - the idea of exploration, and conjecture, and even collaboration, together with rigorous argument - that, to me is what a mathematician does."</li>
<li>"Mathematics is a creative, and intellectually engaging activity. It is not a collection of dusty old algorithms. And yet, a lot of the time, we lead our students to believe that it is." </li>
<li>"The value of challenge problems is that we'll be struggling. Sometimes we will be failing to solve them, and that's fine." </li>
<li>"Mathematicians don't work by themselves; they work with collaborators."</li>
<li>"You're going to feel frustrated more than you're going to feel successful, but that frustration is valuable."</li>
<li>"We shouldn't hide our struggles. We want to normalize our struggles. Struggles are important; hiding it creates a fear of failure. So, let's celebrate our failure." </li>
</ul>
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Scrolling through Twitter early this morning (before any sane teacher would have been awake after the first week of school) I ran across this image in a <a href="https://twitter.com/TypeAMathLand/status/898699618678169600" target="_blank">tweet </a>from Anna Vance (@TypeAMathLand) that echoed the professor's statements. </div>
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<img src="data:image/png;base64,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" /></div>
<br />
<b><span style="color: #93c47d;"><br /></span></b>
<b><span style="color: #93c47d;">It's as if the universe is trying to tell me something.</span></b> My #1TMCthing is to include more rich tasks and activities into my courses. I want my students to act like mathematicians. I want them to face problems that are at the edge of their comfort level. I want them to productively struggle with solutions. I want them to verbalize their thinking more. I want to transition away from two column proofs to the more mathematician appropriate written response. Seeing and hearing all of these cues in this first week of classes is making me think that I am doing something right. <br />
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<img height="296" 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" 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<span style="color: cyan; font-size: x-large;"><b>Ok, universe. I'm listening!</b></span></div>
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<br />Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8561437334784027212.post-45012999294238995942017-08-09T20:03:00.001-07:002017-08-09T20:03:09.625-07:00Teaching Proof WritingThis is my final post regarding <u>Putting Essential Understanding of Geometry into Practice in Grades 9-12</u>. Chapter 3 discusses student issues when it comes to proof writing. (There is a 4th chapter but I am not reviewing it.)<br />
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When it comes to teaching geometry, the <b><span style="color: #93c47d;">most difficult part for me is teaching proof writing</span></b>. For the sake of grades it can be easy to fall into the trap (as I have done) of making the proofs that students are asked to complete very similar structurally. This usually relieves some of the tension that proof-writing can cause, making some students feel more successful at it. This does not, however, guarantee that those successful students could write as good a proof for more non-routine problems.<br />
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<span style="color: #3d85c6; font-size: large;"><b>Big Idea for this chapter: </b></span>Proof is part and parcel of doing math and should be a regular and ongoing part of the learning of mathematics. Two other essential ideas:<br />
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<ol>
<li>The processes of proving include a variety of activities, such as developing conjectures, considering the general case, exploring with examples, looking for structural similarities across cases, and searching for counterexamples.</li>
<li>Making sense of others' arguments and determining their validity are proof-related activities. </li>
</ol>
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(These are quoted from the text.) </div>
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As I've stated in prior entries in this book review, the process of inquiry and making conjectures is one of my goals for revamping my courses. The first essential idea stated above also ties this into my desire to incorporate more proof-writing experiences for my students. The whole process has a natural flow to it, but will take work because its entirely different than what I've previously done. "Tasks that create a need for proof and invite students to participate in the process of proving are not difficult for teachers to devise, though facilitating them can be challenging." </div>
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<h4>
<span style="color: yellow;">5 Purposes of Proof </span><span style="color: #93c47d; font-size: large;">(I want this on a poster!)</span></h4>
<div>
<ul>
<li>To verify results</li>
<li>To explain results</li>
<li>To promote discovery</li>
<li>To communicate</li>
<li>To formalize</li>
</ul>
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<h4>
<span style="color: yellow;">Challenges for Students when Writing Proofs:</span></h4>
<div>
<ol>
<li>Grasping the Process - I have many students each year that get stuck getting through step 2 in a 2-column proof.</li>
<li>Dependence on Visual Diagrams</li>
<li>Readiness for Proof - This goes back to the van Hiele level of my students. </li>
</ol>
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<h4>
<span style="color: yellow;">Ways to Overcome these Challenges:</span></h4>
<div>
<ol>
<li>Increase focus on conditional statements. (The book suggests a greater emphasis on converse, inverse, etc. We only cover conditionals, converses, and biconditionals.)</li>
<li>Allow more time to practice finding counterexamples. Build the understanding that one counterexample is sufficient.</li>
<li>Use a variety of proof-writing techniques: visual, algebraic, transformational, written (2-column, flow, paragraph)</li>
<li>Stress to students to trust markings in diagrams, not just what appears to be true. (This is already something I stress in class.)</li>
</ol>
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<h4>
<span style="color: yellow;"><b>Here's the general process I will try to incorporate more frequently:</b></span></h4>
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<ol>
<li>Investigate/Inquire (notice and wonder, teacher led discussion or activity)</li>
<li>Make Conjectures (Teacher and students will refine statements to be concise, precise.)</li>
<li>Validate results. (Prove conjectures or find counterexamples.)</li>
<li>Reflect (Discuss the proof quality. Discuss alternate proof methods. Discuss if the proof could be made more precise. Have students reflect on what they learned via the process.) </li>
</ol>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-80747660294357990932017-08-09T20:03:00.000-07:002017-08-09T20:03:04.977-07:00Transformations MisconceptionsThe second chapter of <u>Putting Essential Understanding of Geometry in Grades 9-12</u> addresses geometric transformations. Overall, I feel that this a unit that our students are generally successful with, but could be improved by allowing more time to practice.<br />
<br />
The authors identified several misconceptions related to transformations, many of which I haven't noticed in my students. <br />
<br />
<ol>
<li>Reflection lines must be horizontal or vertical. </li>
<li>Reflection lines must be adjacent to a side of the pre-image. </li>
<li>Centers of rotation must be at a vertex or a midpoint of one of the sides of a pre-image.</li>
<li>A translation may move a figure differently if it uses different points on the figure (or other points in the plane that aren't part of the figure). </li>
<li>Isometries may not always produce images that are congruent to the preimage.</li>
<li>A transformation moves only some points in the plane. </li>
</ol>
<h4>
<span style="color: yellow;">Things I Want to Change in My Classes:</span></h4>
<div>
Of the 6 misconceptions listed, my students typically struggle most with the last one. That is not to say that none of my students deal with the other issues. I am certain some do. These are things I need to keep in mind when this unit is taught this fall. Another thing that I've identified that needs to be addressed is more inclusion of the idea of fixed points. In the past, fixed points have come up in discussion, but I feel as though the students didn't really understand the concept. <br />
<br />
In an unrelated statement, I want to try to include the Match a Transformation task mentioned in this chapter this fall. As was mentioned in my last post, I want to incorporate more opportunities for student to develop definitions and make conjectures. As part of this, I want to incorporate more use of transformations to determine congruent figures and to identify properties of figures. </div>
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<h4>
<span style="color: yellow;">Things I Learned in this Chapter:</span></h4>
<div>
<ol>
<li>To reflect a figure about a line of the form y=x+b: Translate -b units to the line y=x, reflect over y=x, then translate b units. (Note: This would requires that students understand the MEANING of b in the equation.)</li>
<li>To rotate about a point (a,b): translate <-a,-b>, rotate about the origin by the stated number of degrees and in the stated direction, then translate <a,b>.</li>
<li>Secondary math doesn't usually include reflections over y=ax+b.</li>
</ol>
<div>
What I found <span style="color: #93c47d;"><b>strange</b></span> about this chapter is that transformations are taught in detail without using coordinates. Transformations using coordinates after students have developed an understanding of how transformations behave. Our unit is taught using primarily coordinates. </div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-89171723378865378852017-08-09T20:02:00.002-07:002017-08-09T20:02:50.720-07:00Addressing Diagram and Definition MisconceptionsThe first chapter of <u>Putting Essential Understanding of Geometry in Grades 9-12</u> is focused on student misconceptions with diagrams and definitions and how to address them. Student "difficulties and misconceptions include the naive or inexact use of formal terms definitions, naming conventions, or symbols; an inability to link verbal and pictorial representations, and an underdeveloped spatial reasoning." If someone asked me a month ago what mistakes I see students making repeatedly in geometry, I would have listed several of the misconceptions mentioned in this quote. So, what do we do as geometry teachers to help better support our students in these and other areas.<br />
<br />
The authors indicate <span style="color: #93c47d;"><b>"4 Stumbling Blocks"</b></span> when it comes to how students learn geometry.<br />
<ol>
<li>A lack of prerequisite knowledge and skills</li>
<li>A tendency to interpret diagrams as pictures, not as representations or relationships</li>
<li>An inability to link verbal and pictorial representations</li>
<li>A lack of precision in the use of terms, definitions, and symbols. </li>
</ol>
<div>
To address these issues, the teacher must first identify where the students lie in the van Hiele levels of geometric reasoning. The majority of students in my geometry classes fall into levels 2 and 3. (The book refers to the lowest level as level 0.) The level of thought expected by a secondary geometry course would be level 4, which means more scaffolding will be needed to try to get my students to the level at which they're expected to be performing. <br />
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The authors then refer to van Hiele suggestions for how to help students progress through the levels. The suggested process for helping a student progress from one level to the next has 5 phases. Students start by working through an inquiry or investigation and make conjectures. The students then investigate the topic further using materials designed by the teacher to help reveal relationships. A discussion follows in which the teacher and students restate conjectures using precise, accurate language. In the fourth phase, students complete more complex tasks with the aim of more thoroughly investigating the topic. Lastly, students review and summarize what they've learned. (This 5 step process is referred to throughout the text.) </div>
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<div>
<h4>
<b><span style="color: yellow;">Things I noted from this chapter:</span></b></h4>
<br />
<ol>
<li>Students may see diagrams as static images instead of the dynamic relationships they represent. </li>
<li>Students may also struggle with the multitude of symbols that are used to mark congruent parts or parallel/perpendicular lines, among others.</li>
<li>Students may encounter problems when naming angles or other objects.</li>
<li>Students may have problems translation between diagrams and definitions.</li>
</ol>
<br />
Several activities are included in the text to help address these issues. <br />
<br />
<h4>
<span style="color: yellow;">Here's what I've decided to change in my classes:</span></h4>
<br />
<ul>
<li>SCAFFOLD! I am admittedly weak in this area. </li>
<li>Use the 5 step process described above to help students deal with particularly difficult concepts. </li>
<li>Allow students more time to develop definitions for figures. Revising definitions needs to be shown as an essential part of the process, not criticism.</li>
<li>When writing definitions, consider this: A definition should exhibit "precision in terminology, isolation of the concept, essentiality, noncontradiction, and noncirculation." These means a definition should only draw upon previously defined terms or undefined terms in the most concise way possible. It should clearly separate examples from non-examples of the concept such that all properties mentioned in the definition can exist in the object being defined. Lastly, and obviously, the definition should not include the term being defined. </li>
<li>Allow time for students to practice drawing diagrams given a definition (and vice versa).</li>
<li>This is a BIG one! Take the necessary time for students to practice a concept instead kowtowing to the belief that everything in the standards must be taught. </li>
</ul>
<h3>
<span style="color: #6fa8dc;">This is all going to amount to a dramatic shift in my teaching of geometry. </span></h3>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-70844747427384616662017-08-09T20:02:00.001-07:002017-08-09T20:02:42.426-07:00TMC17 Rich Tasks Session Keeps Showing Up...I've spent the past few days reading <u>Putting Essential Understanding of Geometry into Practice in Grades 9-12</u>. I saved writing a blog post about until I was finished so that I could try to summarize the book. Having finished it, I know that a single post would not have been a good idea. It would either be too vague for my purpose of reviewing the literature for my own use or it would have been an incredibly long post. I've opted instead to break this up into 4 posts: the introduction and each of the first 3 chapters.<br />
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"A student-centered approach is characterized by a shared focus on student and teacher conversations, including interactions among students." This statement stood out to me in the introduction because of the relationship between it and the topics discussed during the rich tasks session at TMC17. The introduction revealed more similarities as it listed some characteristics of high quality tasks. A high quality task should:<br />
<br />
<ul>
<li>Align with relevant content standards</li>
<li>Encourage the use of multiple representations</li>
<li>Provide opportunities for students to develop and demonstrate the mathematical practices</li>
<li>Involve students in an inquiry or exploratory approach</li>
<li>Have a low threshold and a high ceiling</li>
<li>Connect previous knowledge with new learning</li>
<li>Allow for multiple solution approaches and strategies</li>
<li>Ask students to explain the meaning of a result </li>
<li>Have a relevant and interesting context</li>
</ul>
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<div>
The introduction also offered some suggestions on how to incorporate more questioning techniques in the math classroom. This was very reminiscent of the question techniques described in the 5 Practices. <u>Essential Understanding</u> states that questions should be reversible, meaning they should have the ability to change a student's thinking. This might be a question in which students are given the answer and have to create a solution path. Questions should also have flexibility. This might take the form of asking students to compare/contrast problems or might ask students to solve a problem in more than one way. A third suggestion states that questions should encourage generalization. Examples of generalization include having students look at cases and make a conjecture(s) or creating an example given a rule. </div>
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It is worth noting that the early parts of the introduction discuss 7 types of knowledge bases that help determine how a teacher teaches. These seven bases include content knowledge, curriculum knowledge, and pedagogical content knowledge. The introduction describes in detail how each of these bases influences how we choose which topics to present, how to present those topics, and how to assess learning. </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-29854968232743717632017-08-05T04:25:00.002-07:002017-08-09T20:18:40.559-07:00My #1TMCthing from TMC17"Our country needs highly
trained workers who can wrestle with complex problems. Gone are the days when basic skills could be
counted on to yield high-paying jobs and an acceptable standard of living. Especially needed are individuals
who can think, reason, and engage effectively in quantitative problem solving."<br />
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At Twitter Math Camp (TMC) this year I attended a morning session entitled Rich Tasks Demand Rich Implementation to Maximize Student Learning presented by Peg Cagle, Cal Armstrong, and Bill Thill. In at least one of the two hour sessions the book <i>5 Practices for Orchestrating Productive Mathematics Discussions</i> was mentioned as a good resource for preparing rich task lessons. The paragraph at the top of this post appears in the first paragraph of the introduction to this book and helps describe my #1TMCthing. My #1TMCthing this year is to incorporate more rich tasks in the courses I teach, starting specifically with geometry. But, as Peg mentioned in her session, activities and tasks should be aligned to curricular goals and will further the mathematical learning of the students, not be used just for the sake of "Oh, this looks cool!" (I am afraid I've been guilty of this in the past. )<br />
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<a href="https://giphy.com/gifs/girl-guilty-pleasures-7pkSKA2bbrNOE">via GIPHY</a><br />
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So, I set a goal for myself in the remaining two weeks before school starts to read two books: <i>5 Practices</i> and <i>Putting Essential Understanding of Geometry into Practices in Grades 9-12</i>. So far I've managed to complete the former. The 5 Practices described in the book are:<br />
<br />
<ol>
<li>Anticipate likely student responses to challenging math tasks.</li>
<li>Monitor students' actual responses to the task while students work in pairs or small groups.</li>
<li>Select particular students to present their mathematical work on the task in discussion.</li>
<li>Sequence the student responses that will be displayed in a specific order</li>
<li>Connect different students' responses and connect their responses to key mathematical ideas. </li>
</ol>
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Here's what I've gleaned as a simple planning process:<br />
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<ol>
<li>The first step is to determine what curricular goal you're trying to meet and identify what methods could best meet these goals. Not every lesson is going to be a task or activity. Some will still be worksheets and teacher led notes. That being said, the questions posed to the class should still further their thinking. The 5 Practices process described in the next steps only apply to rich task implementation.</li>
<li>Next, use a Thinking Through a Lesson Protocol template (a multitude of which can be found through a Google search) to guide the planning process. This template should guide you through the planning portion of the 5 Practices: anticipating, selecting, sequencing, and collecting, as well as help you identify what materials the lesson will require, etc.</li>
<li>Create a monitoring sheet to be used during the lesson. This sheet should a column listing the anticipated solution processes made in the planning phase, a column to record which student(s) have employed each solution process, and a column in which the teacher will make notes regarding the sequencing of the solution processes. Rows can be added to the table for the teacher to record processes that were not anticipated or that highlight student errors. </li>
<li>During the lesson, make use of a variety of questioning techniques that encourage all students to participate and help students connect the various representations and how they connect to the mathematical goal. Use questions and statements similar to those shown below in the Math Talk Moves. </li>
<li>After the lesson, review what happened. What went well? Did students struggle with any particular concepts or representations? Are more days needed to complete the lesson? Make notes on the lesson template that will help you when you implement this lesson in future years. It may be useful to update the monitoring sheet, if needed, at this time. </li>
</ol>
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The bits of information that I have listed above in no way fully describe the wealth of information that can be found in this text. The authors include more details about each of the 5 Practices and how to ask good questions that will make the learning more student centered. It is my hope, though, that I can use this process to increase the number of tasks that I use and improve their effectiveness on student learning. A thread on the MTBoS forum as been started related to <a href="http://mtbos.org/forum/?view=thread&id=3" target="_blank">rich tasks for geometry</a>. If you have any tasks you've used that you feel are worth sharing, please add them to that thread.<br />
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An aside...<br />
Join the #MTBoS blogging group by participating in #SundayFunday. More information about it can be found here: <a href="https://ispeakmath.org/2017/07/31/lets-blog-together-sunday-funday-is-back/" target="_blank">Let's Blog Together! Sunday Funday is back!</a><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-90264448998021654352017-08-02T08:56:00.002-07:002017-08-09T19:34:47.145-07:00#geomchat is back!On Monday, August 7th, 2017 #geomchat will make its reappearance on Twitter. While this is a scheduled chat, we encourage those that are unable to attend to join in the conversation by following #geomchat. Questions will also posed throughout the week following the chat that are related to the week's focus. It is our hope that the scheduled chat accompanied by the slow chat option will make it possible for more geometry teachers, or those simply interested in the teaching of a geometry course, to participate. A geometry forum has also been established at <a href="http://mtbos.org/forum/?view=forum&id=2" target="_blank">mtbos.org/forum</a> to allow us to share more detail than what 140 characters will allow and to share files. A thread related to first day activities has already started at that site.<br />
The focus for our first chat will be the planning and pacing of a geometry course. As we are all aware, it can be difficult to teach all of the geometry skills and content in a school year's time. The CCSS set forth some guidelines dictating which topics will be assessed, but which of these topics do you feel are necessary to ensure a quality geometry course? Likewise, which topics can be skipped (and perhaps taught at the end of the year)? What role does vocabulary play in the course and what techniques can be used to help make it more meaningful and memorable to our students? Lastly, which manipulatives and resources (preferably free ones) should a geometry teacher have at their disposal? <br />
If you have suggestions on topics for later chats, please comment below. We look forward to having you join us next week! <br />
<br />Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-8561437334784027212.post-89636920478938790042017-02-14T16:36:00.000-08:002017-02-14T16:36:14.775-08:00The Dreaded Quadrilaterals Test...The chapter about quadrilaterals in geometry is always one of the worst tests of the year. The chapter includes SO much vocab - knowing all of the properties for the various quadrilaterals. Some students work at remembering them, others don't. Some are successful, but more aren't. We're approaching that chapter test again this week. As such, I've put in more time this weekend and the past couple of days preparing activities to help with review. <div>
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<div>
Late last week, students completed a paper where they had to identify which quadrilateral(s) possessed a given characteristic. They then had a cut and paste activity with all of the quadrilaterals and their properties. On Monday, the students were given a modified version of this <a href="https://teacher.desmos.com/activitybuilder/custom/580e244f612b5fdb051becc9" target="_blank">Quadrilaterals Desmos Activity </a>by Lisa Bejarano. Today in class we practiced determining the type of quadrilateral created by four coordinate points. Nothing flashy, but I think the kids are feeling more confident about what I expect to see on the test. Tomorrow the students will complete this <a href="https://teacher.desmos.com/activitybuilder/custom/58a095b8c08b44ca1987e9ad" target="_blank">Who Am I?</a> Desmos Card Sort, as well as a review worksheet similar to questions they'll see on the test. My hope is that all of this repetition of the properties will correlate to increased test scores. </div>
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While I feel as though I've done enough, I can't help but wonder if it will be enough. It's going to be incredibly depressing if I see similar results to what I've seen in recent years on this chapter test. Only time will tell.</div>
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Questions I'm thinking about...</div>
<div>
1. How could this information have been presented that would have allowed for more differentiation for students?</div>
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2. Could I have incorporated more activities throughout the chapter instead of just at the end?</div>
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3. What other ways could we have reviewed these topics - perhaps using our Chromebooks? </div>
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I am, as always, open to suggestions. </div>
Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-8561437334784027212.post-8750407739188618912016-08-03T18:39:00.000-07:002016-08-03T18:39:51.514-07:00Daily Class Structures<div>
PreCalculus and statistics will remain as they have previously. Last year was the best year I've had in precalc. The students were largely successful and there were few complaints about the class. Statistics hasn't had enough students enrolled to make the last 4 years. So, that class will be more or less refamiliarizing myself with the material. </div>
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<div>
Geometry needs the most "work". In the past two years, nearly half of the students enrolled in the course have failed due to many factors. But, this year I am taking that responsibility entirely. In the past we have chalked the failure up to the lack of effort on the part of these students. While I expect this will still be a problem, I am going to do everything I possibly can to prevent apathy from being a major component of student failure. </div>
<div>
1. Start each class period with 5 warm up problems. These will consist of problems that review previously taught material (look up Retrieval Practice in Make It Stick), as well as problems that review topics that will lead in to upcoming material (ex, writing equations of lines prior to talking about equations of parallel and perpendicular lines). PearDeck and Desmos Activity Builder will be the main method of completing these exercises. I intend to use the data collected as a type of formative assessment. During this work time I will be checking homework assignments following the lead of the illustrious @sqrt_1. She describes her wonderful homework checking process in this <a href="http://squarerootofnegativeoneteachmath.blogspot.com/2016/02/its-not-about-points.html" target="_blank">post</a>.</div>
<div>
2. We will then go over questions on the previous day's homework assignment. Based on past experience, this shouldn't take up too much class time. </div>
<div>
3. Main lesson is part 2. I have a Promethean board in my room and I intend to use it for more than a glorified whiteboard. I want to get the kids up and moving more. My hope is that making the students more mobile will also help increase student learning. I also intend to incorporate more connections between algebra and geometry this year so that the students realize how interconnected these courses really are. </div>
<div>
4. Work on the daily assignment for any remaining class time. I would also like to use this time to meet with struggling students to determine ways that I can help them improve. We do have RtI scheduled multiple periods per day. Students can be removed from PE and placed in the class with teacher recommendation. </div>
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I feel as though these changes are manageable and am hopeful that they will result in positive changes for my students. </div>
Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-8561437334784027212.post-84417822366068308432016-08-02T13:12:00.002-07:002016-08-02T13:12:45.854-07:00My Timing is ImpeccableAn unfortunate accident Saturday afternoon has temporarily taken away my ability to walk on both feet. An initial x-ray showed what the ER doc thought was a sprain. An ace bandage and a day later, I was learning how to put up with a bit of pain to walk from point A to point B. A call in the middle of the afternoon on Sunday revealed that the radiologist had reviewed my x-rays and saw a fracture. They advised that I keep it wrapped and keep from applying pressure to it. Needless to say, this is not the best time of year to break a bone (not that any time of year is a great time). My classroom hadn't been touched; things just brought back in from when the floors were re-waxed this summer. <div>
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<div>
Earlier this summer, my 13-year-old daughter fell while carrying a young cousin and a niece. Her fall resulted in a Liz Frank sprain, a boot to be worn for 12-16 weeks, and a referral to an orthopedic specialist. With the boot, she is at least mobile. Yesterday, she agreed to help me organize my classroom for a little while. While there, we managed to set up my computer and retrieve books and binders from the locked cabinets, moving them to the bookshelves where they will remain for the next 10 months or so. She was such an amazing helper; walking back and forth across the room for me several times while I scooted around in an office chair. A fellow teacher also came in while we were there to check in on me and see what she could help us with. I am extremely blessed.</div>
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My room is nearly ready. I still need to find 2-3 more desks and rearrange them into groups. I was going to be using groups this year anyway, but now I am hoping that they will also make traveling about the room easier. That'll take care of the organization part of getting my room ready. </div>
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Now to get on to writing some lesson plans and finalizing plans. Countdown T minus 9 days until the first teacher institute day. </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-62189153788227635132016-08-01T09:24:00.003-07:002016-08-01T09:25:41.886-07:00Peer Study - Turning Around a Socio-Economically Disadvantaged School<span style="font-family: Georgia, Times New Roman, serif;">Last spring, our school administrators scheduled vertical articulation meetings between content area teachers of grades 6-12. We were tasked with finding a topic of study for the coming school year. Our group chose to research how schools that socio-economically challenged can alter their structures and classrooms to improve student learning. </span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">My department head, and leader of our peer study group, recently forwarded us an article (<a href="http://www.ascd.org/publications/educational-leadership/may13/vol70/num08/How-Poverty-Affects-Classroom-Engagement.aspx" target="_blank">How Poverty Affects Classroom Engagement</a>) for us to read and discuss. The notes below are my take-aways from my reading - a large portion of which are directly copied from the article.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">1. Don't take away recess - for academic reasons or behavioral reasons. Students need movement to increase their oxygen intake.</span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;">2. . "<span style="background-color: white; line-height: 19.72px;">Vocabulary building must form a key part of enrichment experiences for students, and teachers must be relentless about introducing and using new words."</span></span><br />
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="background-color: white; line-height: 19.72px;">3. "</span><span style="background-color: white; line-height: 19.72px;">Research from 60 high-poverty schools tells us that the primary factor in student motivation and achievement isn't the student's home environment; it's the school and the teacher (Irvin, Meece, Byun, Farmer, & Hutchins, 2011)." Build a classroom of respect and trust. Involve the students as much as possible, making the learning relevant to this lives. Be positive and affirm the effort you are witnessing. Provide daily feedback so students can reflect on, and learn from, their short-comings.</span></span><br />
<span style="font-family: Georgia, Times New Roman, serif;"><span style="background-color: white; line-height: 19.72px;"><br /></span></span>
<span style="background-color: white; font-family: Georgia, Times New Roman, serif; line-height: 19.72px;">4. Focus on a growth mindset. Students of lower socioeconomic status often see the future as being less hopeful. Make statements that focus on the ability of the brain to do things we don't always expect they can. </span><br />
<span style="background-color: white; font-family: Georgia, Times New Roman, serif; line-height: 19.72px;"><br /></span>
<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-family: Open Sans, Arial, Helvetica, sans-serif;"><span style="background-color: white; line-height: 19.72px;">5. "</span></span><span style="background-color: white; line-height: 19.72px;">Commonly, low-SES children show cognitive problems, including short attention spans, high levels of distractibility, difficulty monitoring the quality of their work, and difficulty generating new solutions to problems (Alloway, Gathercole, Kirkwood, & Elliott, 2009)." To combat this, start small. Start with basic vocabulary and build up. (I see this being somewhat difficult to do in a geometry course.) Have students immediately recall statements. (Ex: Have students repeat the homework assignment to you when given verbally. Perhaps this could be stated and repeated by the class before being written on the board.)</span></span><br />
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<span style="background-color: white; font-family: Georgia, Times New Roman, serif; line-height: 19.72px;">6. Be caring and compassionate to help combat the negative comments and stress that students may be experiencing at home. When discipline problems arise, speak to the student privately. Do not reprimand them in class. Model the behaviors you want to see in them. </span><br />
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="background-color: white; line-height: 19.72px;">7. "</span><span style="background-color: white; line-height: 19.72px;">Children living in poverty experience greater chronic stress than do their more affluent counterparts. Low-income parents' chronic stress affects their kids through chronic activation of their children's immune systems, which taxes available resources and has long-reaching effects (Blair & Raver, 2012)." This distress may present itself as in-your-face assertiveness or ignore-me-I'm-not-here passivity. To combat this, try allowing more opportunities for students to take control of their learning. Encourage leadership and responsibility. Include more teamwork and decision-making opportunities in the classroom. </span></span><br />
<span style="background-color: white; font-family: "open sans" , "arial" , "helvetica" , sans-serif; font-size: 13.6px; line-height: 19.72px;"><br /></span>Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-8561437334784027212.post-32387592542455695382016-07-22T14:04:00.003-07:002016-07-22T14:04:54.202-07:00PreCalculus in 2016-2017In the earlier parts of the summer vacation there was a bit of discussion on Twitter about the topics typically covered in precalculus. For our course, use the 8th edition PreCalculus textbook by Demana, Waits, Foley, and Kennedy. You can find a list of the topics by chapter <a href="http://www.barnesandnoble.com/p/precalculus-franklin-demana/1101407258/2672209614500?st=PLA&sid=BNB_DRS_Marketplace+Shopping+Textbooks_00000000&2sid=Google_&sourceId=PLGoP20456&k_clickid=3x20456" target="_blank">here</a>. This may seem rambling, stick with me. <div>
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The first semester of our course covers chapters 1 through 3. This primarily means we discuss the analysis of various types of functions including linear, quadratic, cubic & other polynomials, rationals, logarithms and exponentials. In our study, we talk about the basic concepts related to these functions: domain, range, continuity, extrema, symmetry, intercepts, etc and then examine how these change (or don't change) when various transformations are applied. These chapters also include some great opportunities for applications of the functions including vertical free fall problems and finance problems. </div>
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Our study of trigonometry begins upon finishing chapter 3. This past year that fell about 2 weeks before Christmas break. Typically we cover the functions, their inverses and the associated identities most of the second semester. This means our year typically ends at the end of chapter 5.</div>
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Goal for this year...</div>
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Our algebra 2 teacher did an AMAZING job last year of digging more deeply into functions. I expect this will speed our study this year. My goal for the upcoming year is to finish at least chapters 1-4 in first semester and start with trig identities in second semester. </div>
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My questions...</div>
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Am I expecting too much to cover that much material in first semester?</div>
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Calculus teachers: Should I follow the order of the book - Vectors (Ch 6), Matrices (Ch 7), Conics (Ch 8), etc - or are there certain chapters that I should DEFINITELY cover to best prepare my students for calculus?</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8561437334784027212.post-4922400983804196752016-07-18T09:15:00.001-07:002016-07-18T09:15:25.535-07:00Vertical Articulation inspired by @TracyZager<div>
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I'm missing #TMC16 this year as I have the past few years, but I am thoroughly engrossed in keeping up with it from afar. This morning, I watched the keynote speech by @TracyZager from that conference and was astounded at how well it spoke to me.<br />
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Our district admins have scheduled vertical articulation meetings at the end of each of the past few school years. Generally, these meetings are attended by teachers representing various grade levels. In a meeting at the end of the 2014-2015 school year with teachers from grades K-12, we discussed the strengths and weaknesses we are seeing at each grade level. It was worth noting that several grade levels voiced concerns over the same topics (multiplication skills, comfort when working with fractions, etc - the typical stuff). The problem I saw with that meeting was that we never addressed how these problems should be tackled. There was no game plan established. At the end of the past school year the meeting took place between the MS and HS teachers. We discussed where we had left off and noted that nothing had changed since the last meeting. We all acknowledge that the problems exist, but have no idea how to tackle the problems we are seeing. <br />
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Like most districts and schools, we are driven by our standards and standardized tests. I can't help but think that we have to find a way to address these problems, but what do you give up? We know, for example, that multiplication skills are sub-par, but what do you give up in the 3rd grade curriculum to put more time into multiplication. And, if you do find a way to adjust the curriculum, what skills may become deficient (that currently aren't) due to this change? <br />
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We have been told that these vertical articulation meetings will continue throughout the next school year, but they are supposed to be held on a monthly basis. At the end of this spring's meeting, we were tasked with coming up with a peer study topic. Our group chose to look at examples of low-income schools that are doing great things - have turned themselves around. It is our hope that by addressing large-scale problems (school dynamics), some of the smaller scale problems (work ethic, students struggling with topics, etc) will improve as well. <br />
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Note: I am in no way trying to say that all of our problems lie in the elementary grades. I am simply using multiplication skills as an example. <br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-91902933875095604542016-05-26T19:23:00.001-07:002016-05-26T19:23:10.395-07:00Summer has arrived!Summer break has arrived! Technically, it arrive about 2 days ago.<div>
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This summer's to-do list is quite lengthy.</div>
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<li>I want to completely rework at least the first semester's worth of geometry materials. I've managed to make it through 2 units (out of 6) already. The unit on transformations is my next to tackle and I foresee that taking a bit. (Add to this we have a new teacher in our department next year that will also be teaching geometry. I am super happy to have him join us, but I feel like there is that much more pressure on me to be as good as I can be.)</li>
<li>I get statistics back next year after a 3 year hiatus. (We haven't had enough students sign up for the class for it to meet the last 3 years.) My binder of materials is lacking in the fun-and-engaging category. </li>
<li>PreCalc felt like it flowed well this year, but I would like to be able to cover more material in a year's time. As it stands right now, we make it through functions first semester and trig second semester. This year we had about 5 weeks left and began doing some work with derivatives as several of the students in class were registered for a calculus 1 course this coming fall. I am hoping that #precalchat will help with that a bit. </li>
<li>I start a new Master of Science in Education in Mathematics Teaching program in about 3 weeks. I am SUPER nervous about this. I know it is a small class, but I can't help but be curious about the ages of the other students. Gotta be done, though. </li>
<li>My son joined the Marine Corps and has successfully completed boot camp and his infantry training. His next level of training will be somewhat lengthy so seeing him some this summer would be lovely but may be a stretch. </li>
<li>The youngest child (to be eighth grader) has recently been asked to join the high school marching band as a mallet player. This means two weeks of percussion/band camp for this summer have recently been added to her schedule that already included a week at church camp. </li>
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Somewhere in the mix of all this stuff, I want a VACATION! I'm thinking a beach or Disney World sounds great, but it will (at least partially) be up to the hubs where we end up. Whatever it is, it needs to be in the next 3 weeks. Nothing like waiting until the last minute. </div>
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Here's to a great summer! Enjoy a cold glass of lemonade, take a dip in the pool, read a good book, do whatever relaxes you and makes you happy. </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-76195197684695504592015-08-17T18:15:00.002-07:002015-08-17T18:15:29.504-07:002015-2016 Day 3Geometry started today by going over the worksheets from last week (<a href="http://math-termind.blogspot.com/2015/08/day-1-tower-task.html" target="_blank">Tower Task</a> and <a href="http://map.mathshell.org/tasks.php?unit=HA02&collection=9&redir=1" target="_blank">Patchwork</a>). This went swimmingly. The kids were able to set up the equations much more easily after seeing the blocks rearranged into rectangles rather than in the stacked form. We followed a similar process with the squares in the Patchwork problem. The whole point of these worksheets was to get the students used to thinking outside of their traditional methods. We then took our first set of notes for the year - basically review of things the kids already knew. Points, lines, segments, rays, etc were the topics of the day.<div>
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Pre-Calculus finished up their summer packet review. I love this set of worksheets and the insight they have given me into what the kids already know. I am a little concerned about the lack of comfort they have with graphs of parent functions. At this point, they are only comfortable with graphing a line, a quadratic, and a cubic function. They are far less comfortable with square and cubic root functions, absolute value functions, exponential and logarithmic functions, sine and cosine... These are the parent functions of my course. I fear what will not be covered in class due to the time we'll spend on these topics. Later this week, the students are completing a placemat activity on solving various types of equations, including two-step equations, quadratics requiring factoring or the quadratic formula, cubic and quartic equations, absolute value equations, square roots equations, etc. I expect the kids will do well with these. The first few days of school have already taught me SO much about what skills these kids are lacking and the areas in which they have a firm foundation. My next step is to create some lessons and activities focused on domain, range, increasing/decreasing/constant intervals, etc. Not quite sure what I'm dong there yet. (Suggestions gladly accepted.)</div>
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On a more productive note, the other geometry teacher and myself completed our list of chapter projects and their corresponding rubrics. Geometry students are required to complete one project per unit. We basically went with what I had mentioned in <a href="http://math-termind.blogspot.com/2015/08/geometry-project-activity-ideas-for.html" target="_blank">this</a> post, but eliminated option 6. We decided the openness of that option would be too difficult to grade/create a rubric. </div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8561437334784027212.post-26785658387325350862015-08-15T12:12:00.000-07:002015-08-15T12:12:43.138-07:002015-2016 Day 2Day 2 was a productive one. The geometry students took a pretest for the semester and, while the results were less than great, it just means that we can't go anywhere but up. It's nice in December to see what they've learned and retained over the course of the semester. This is the same test I gave last year, so I will be anxious to see the results of this year compared to last year. My #1 goal this year is to work on comprehension and retention. <div>
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In PreCalc we continued working through the problems on the summer packet. We determined yesterday that domain and range, increasing/decreasing/constant intervals, as well as piece-wise defined functions need some more detailed study when they come up in our lessons. This isn't shocking to me as it is a common issue each year. The kids do have a firm grasp on finding zeros via factoring or graphing, end behaviors, maxima and minima as they apply to linear, quadratic, and polynomial functions. Our summer packet concludes with rational, radical, exponential, and logarithmic functions. There is also a little bit of right triangle trig thrown in. I expect most things in these areas will be things that they students aren't as comfortable with as they were taught late in the Algebra 2 class. We were also fortunate to have a foreign exchange student join our class yesterday. I can't wait to see what that adds to our class. </div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-26862755465713581842015-08-13T16:59:00.002-07:002015-08-13T16:59:53.864-07:00Day 1 - Tower TaskEvery year about this time I come home and crash. I generally forget how exhausting the first day of school really is. It's amazing to me how tiring reading and discussing the syllabus can be. <br />
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Since the routine of checking out books and reading through the syllabus doesn't take long, we spent the rest of each geometry period working through what I call the Tower Task. The task is based off of one available through MAP called "<a href="http://map.mathshell.org/download.php?fileid=810" target="_blank">Skeleton Tower</a>." We broke down the task into simple substeps that lead the student through the process of finding a equation relating the total number of cubes to the number of cubes in the center stack. This is the second year that I've given this task and I really enjoy watching the kids work on it. <br />
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<a href="https://www.scribd.com/doc/274446565/Tower-Task" style="text-decoration: underline;" title="View Tower Task on Scribd">Tower Task</a></div>
<iframe class="scribd_iframe_embed" data-aspect-ratio="undefined" data-auto-height="false" frameborder="0" height="600" id="doc_39834" scrolling="no" src="https://www.scribd.com/embeds/274446565/content?start_page=1&view_mode=scroll&show_recommendations=true" width="100%"></iframe>
In PreCalculus, we spent the last half of the hour going over problems on the summer packet. I like that I have this time to learn what they do and don't know. It also gives the students time to talk to me and start to feel comfortable feeling vulnerable. I think vulnerability plays a large role in why students typically don't ask for help. My goal is to break that feeling and to replace it with a feeling of mutual trust.<br />
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I can't wait to see what this school year holds! Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-66035836377397916132015-08-12T11:27:00.004-07:002015-08-12T11:28:05.188-07:002015-2016 Ready for day 1Ready for day 1:<br />
While yesterday was the first day that teachers and staff were required to report for this school year, I stared revisiting my mess of a room nearly two weeks ago. Files are now organized, shelves are stocked, and (most of) my first day copies are ready. I'm all ready for students to come in tomorrow!<br />
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Here's my setup this year:<br />
My little corner of organization. This is just all the things I like to have close at hand. My wonderful husband came from his room (down the hall) to hang a small magnetic dry erase board I bought from Target. I intend to use this to keep track of my to do lists and all of those little papers we need to keep at hand. The yellow folders hanging on the whiteboard is where I keep papers that are graded and ready to be returned to the students. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9n43-cQjgHekaPEcOGpr_1WC5uuUx8ecYU_DrxtKkdai58rPckgiOfF_pRbxljdV-APl4pdQBgABXXqY6K8H7jDm9BaL9yRlInE8Rio4jdrQeMrmwaOzLw0iqFPoENsQOIjsCPBfgSf0/s1600/20150805_163948.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9n43-cQjgHekaPEcOGpr_1WC5uuUx8ecYU_DrxtKkdai58rPckgiOfF_pRbxljdV-APl4pdQBgABXXqY6K8H7jDm9BaL9yRlInE8Rio4jdrQeMrmwaOzLw0iqFPoENsQOIjsCPBfgSf0/s320/20150805_163948.jpg" width="320" /></a></div>
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These are my bulletin boards. The one at the back of the room displays the mathematical practices. The border on both the front and back boards is just gathered pieces of burlap..</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCgKpVINp2fIcbcUG7SKIfqBLzRsb31B36_8z0y8JgX3ew10OoIO9faxLoXV1tOpbXhHb2No2_PBivnFC045TTSh33bRzUnlk4ObniTnWVnYiDhahHJqmwu8iNy4jmrMh76tB_HdNLm0k/s1600/20150805_163818.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCgKpVINp2fIcbcUG7SKIfqBLzRsb31B36_8z0y8JgX3ew10OoIO9faxLoXV1tOpbXhHb2No2_PBivnFC045TTSh33bRzUnlk4ObniTnWVnYiDhahHJqmwu8iNy4jmrMh76tB_HdNLm0k/s400/20150805_163818.jpg" width="225" /></a></div>
The front bulletin board is just inside the door. It shows the emergency posters that must be posted and a place for me to write the daily assignments. I may remove those, though, as I post the assignments multiple places on line already.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6U4nRPkira1OHOJTvBc0gnvf3YQKofbB4GaNajHW7GA5FYHVR5PXaCIUm9mOxkeULAO-EOis94qinnJUxQFHpspDSD1egrbHsZGv8wG_goJLaoyShRl2O1-SVQqCKT5rkxsG7oWhYi6I/s1600/20150805_163744.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6U4nRPkira1OHOJTvBc0gnvf3YQKofbB4GaNajHW7GA5FYHVR5PXaCIUm9mOxkeULAO-EOis94qinnJUxQFHpspDSD1egrbHsZGv8wG_goJLaoyShRl2O1-SVQqCKT5rkxsG7oWhYi6I/s320/20150805_163744.jpg" width="180" /></a></div>
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The trays on top of the bookshelf are where students pick up the worksheets or notes that are necessary each day. The shelves underneath hold the dry erase boards, markers, and erasers, as well as the Chromebooks that I have accessible for my freshmen students to use. (The sophomores-seniors all have them assigned to them.) The file boxes on the bottom shelf are a new addition. I am always looking for ways to organize the worksheets/notes left over each day so that absent students can get ahold of them easily. I have hanging folders in each day of these week and each day of the previous week. There is also a folder to hold extra papers for those that are from weeks that have passed. </div>
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The bookshelf below houses graph paper, scissors, tape, rulers, etc. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHgIbffPxVFQPAu_RyH_MJkl5GbKbatyJBux0DEzH0rIRkhQzthBskdSBzwzwYUekGSTp5E45kKfvHLB5nMmau4bt4ELbNmGiP7-D0q9mTU-LWt5qCFj3VQ21ugaXHBMTK06W_2mifrPk/s1600/20150805_163751.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHgIbffPxVFQPAu_RyH_MJkl5GbKbatyJBux0DEzH0rIRkhQzthBskdSBzwzwYUekGSTp5E45kKfvHLB5nMmau4bt4ELbNmGiP7-D0q9mTU-LWt5qCFj3VQ21ugaXHBMTK06W_2mifrPk/s320/20150805_163751.jpg" width="180" /></a></div>
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The pictures below show various views of the room. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDDeYGU5gTN2dPYEBSCA5Z132iBRUwFJVSIKV3aOGg0C91C6t44wWtePoQi0jx2t8N8ZmgrUrG4WDhnirpFowHDxuf95SungeDn4bYwCyrmm0kRxw2CuWt4BaBI75XYSfmRqY52RJf8Bw/s1600/20150805_164059.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDDeYGU5gTN2dPYEBSCA5Z132iBRUwFJVSIKV3aOGg0C91C6t44wWtePoQi0jx2t8N8ZmgrUrG4WDhnirpFowHDxuf95SungeDn4bYwCyrmm0kRxw2CuWt4BaBI75XYSfmRqY52RJf8Bw/s320/20150805_164059.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0YyRuPJsj8coUdF6YgmmtqLO_erH1bE2mn0lSSDdTjjgbS2l1UBuOv9Z6lH6YeRhZzLR9SuVzt7TKmyA-hbKhRy2I_Cc-LIEeiAdzTppTTeF7TbgPVsvwZgAykW1zPiFffu2ca-KN4Y8/s1600/20150805_164047.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0YyRuPJsj8coUdF6YgmmtqLO_erH1bE2mn0lSSDdTjjgbS2l1UBuOv9Z6lH6YeRhZzLR9SuVzt7TKmyA-hbKhRy2I_Cc-LIEeiAdzTppTTeF7TbgPVsvwZgAykW1zPiFffu2ca-KN4Y8/s320/20150805_164047.jpg" width="320" /></a></div>
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I am READY for tomorrow. Cheers to another great year!</div>
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<br />Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8561437334784027212.post-58831189085622280732015-08-05T07:23:00.002-07:002015-08-05T07:28:49.754-07:00 Project & Activity Ideas At the end of last school I had decided that I wanted to add an activity or project for each geometry unit/chapter. (Looking over this list, though, I think they could be applied to any class.) I'm thinking of giving the students (some or all of) these options at the start of each chapter and letting them choose which one to complete. The students would be required to turn in their chapter project no later than the day of the chapter test. A rubric would be given in advance as well so students know what elements must be included.<br />
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<li>Create a video teaching a lesson from this chapter. The lesson should include examples (not including those given in class) and their solutions. The file is to be emailed to the teacher. (Possibly upload to YouTube and email link to the teacher.)</li>
<li>Create a ThingLink of the information in the chapter or in a lesson from the chapter. See <a href="https://www.thinglink.com/scene/538088438402908160" target="_blank">this</a> or <a href="https://www.thinglink.com/scene/344233566508417026" target="_blank">this</a> as an example. The ThingLink should link to at least one of each of the following: video tutorial, practice quizzes or problems, and informational websites. Altogether, at least 6 links must be present. The background image should be an original creation. Note: Glogster can also be used for a similar purpose. </li>
<li>Create a review of the chapter's material using Kahoot!, Socrative, or another program accessible through a Chromebook. The review should include 15-25 questions. </li>
<li>Create an interactive quiz or interactive presentation using Google Slides that covers the topics from this chapter. Follow this <a href="http://www.appsusergroup.org/presentations/interactive-pres" target="_blank">link</a> for more information. </li>
<li>Create a comic strip for a lesson from the chapter using Google Slides or PowToon. (See <a href="http://www.appsusergroup.org/presentations/comic-strips-with-google-presentations" target="_blank">this</a> for an example of the use of Google Slides and more information.)</li>
<li>Develop an alternative to any of these projects and create it. Note: Students are to have any alternate ideas approved by the teacher before production of the project. </li>
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Needless to say this is a rough draft of what I am thinking. I may decide not to give students all of these options for each chapter. For example, I might use methods 1 and 2 from above for one chapter project, and use 3 and 5 for another chapter. <br />
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What do you think?Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-63981835959500721482015-08-04T16:46:00.001-07:002015-08-04T16:46:47.561-07:00Navigating the Multitude of Apps for Chromebooks in a Math ClassroomThe school in which I work is (mostly) 1-to-1 with Chromebooks. Last year was the first year that nearly all of my students had this technology with them in class each day and, to be honest, I did not do a great job of looking for ways to use them. This summer that became a priority for me.<br />
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Today, a colleague of mine and myself spent a good portion of the day exploring various apps and websites, including Plickers, Socrative, Kahoot, Google Forms, Desmos Activity Builder, and Pear Deck. (We honestly ran out of time to do much with Pear Deck besides watch 2 instructional videos on YouTube, but plan to look into it more individually and discuss later.) We created a teacher login on each of these, built a quiz or other interactive worksheet, and used a student login to take the quiz. In our investigation, we were looking for these factors:<br />
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<li>Ease of construction - We wanted the app to be easy for teachers to use and it needed to include the option of adding an image. We were also looking at the amount of time it took to create a quiz question. </li>
<li>Enjoyable for students - This one speaks for itself. </li>
<li>Grading options - Ultimately we were looking for options of immediate feedback for students. Other various teacher report options were also being evaluated. Each of the apps we examined fit our needs in this area.</li>
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Here's what we discovered. We LOVE the ease of use of Socrative, Kahoot, Plickers, and Desmos. In each of these, creation of questions was very quick. This was not true for Google Forms quizzes. We had trouble formatting images of graphs and equations using g(Math) with the quiz questions. This feature alone has ruled out Google Forms as an option in our classes, at least this year.</div>
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As far as student enjoyment is concerned, Kahoot seems to be the most enjoyable. We love the fact that video can be included in the questions (and quite easily I might add). I was initially concerned that the fast pace might deter some of the slower students, but the ability to change the time available for each question helped ease that somewhat. </div>
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Ultimately we decided that Kahoot best fits our needs for review activities. I can see this being a great activity option on the second day of review for a chapter test or as a brief review before a quiz. Personally, I would not use Kahoot as a graded activity. Socrative seems to be a better option where quizzes are concerned. The ability of the students to work through questions at their own pace was an important consideration here. The grading features of these questions was also much more appropriate for quiz/test questions. Desmos' Activity Builder is a great option for an activity in class. I can see this being something useful for test/quiz review or just to practice more thoroughly with topics. The little we saw of Pear Deck gave us the impression that it would be more beneficial as a type of formative assessment or presentation tool. </div>
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Overall, I have decided to add some combinations of these tools in my classes this year. As a geometry and precalculus teacher, each of these programs has some advantages and disadvantages. I foresee, especially in geometry, having to create a lot of images and upload to these programs. As for precalc, I see more use of Desmos in that area. My goal is to use the Chromebooks at least twice a week. If I feel confident that I can add more, I'll do so, but I don't want to stress myself out committing to an every day schedule. </div>
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Oh a happy note...My copy count should decrease this year :)</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-61976583668357760682015-07-18T19:13:00.001-07:002015-07-18T19:13:18.141-07:00Classroom OrganizationI've been located in the same room for about 8 years and was fortunate enough to be allowed to paint it a few years ago. That being said, I've had the room arranged in the same way for most of that time and it is starting to feel "stale." <div>
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Sorry for anyone besides me that reads this. I just needed to write down all of the things I've been thinking about. Will post later what I come up with.</div>
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Things to work around/figure out:</div>
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1. The one network jack in the room is in the front corner opposite the door. I do, however, have access to a LONG cable.</div>
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2. The Promethean Board cables that attach to the computer are not that long. Options: Leave the computer where it's been or buy longer cables.</div>
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3. Organize the furniture so the filing cabinet can be close to my desk.</div>
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4. Keep a table by the door for daily handouts. (Students pick them up as they enter the room.)</div>
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5. Determine a way to have seating near my desk for students that need help/student worker.</div>
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6. Podium/table at the front of the room?</div>
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7. Have space for at least 27 desks.</div>
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Supplies that need to be handy for students regularly:</div>
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1. Graph & Patty paper</div>
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2. Rulers, Compasses, Protractors</div>
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3. Dry Erase Boards, erasers, markers</div>
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4. Scissors & Tape</div>
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Organizational things I need to "fix":</div>
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1. A place for students to routinely hand in assignments, quizzes, tests. Separated by class period? </div>
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2. A location for handouts for absent students. (3 different courses = three different locations?)</div>
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3. Desk/bookcase organizer for commonly used folders: copies to make, paperwork to be completed ASAP, etc. Couple this with #1?</div>
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4. A way to organize student papers: quizzes, tests, finals, etc</div>
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5. GET A PLANNER/ORGANIZER!</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-79373346095509870092015-07-03T18:07:00.001-07:002015-07-03T18:07:14.832-07:00Paper/Pencil Grades in an Online Gradebook WorldThis year I have the pleasure (at least it's a pleasure most of the time) of teaching summer school geometry. The 23 kids currently enrolled in my second semester geometry course are all students that have failed the course during the school year and are retaking it with the hopes of catching up on credits. With a class full of at-risk students, the environment can be both challenging and rewarding. For visualization purposes, consider the magnitude of completing each set of notes, homework assignments, worksheets, quizzes and tests for a semester in 64 contact hours.<br />
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As part of the summer program, I am required to enter a final grade for each student in our district-wide gradebook program. I am not, however, required to enter each daily assignment, quiz, etc as I typically would during the school year. So, at the beginning of the semester I gave each student a list of all worksheets, quizzes, and tests that would be collected for a grade. This list also contains the points possible for each assignment, as well as a list of cumulative points possible. (This semester we have 1235 points possible.) Once papers are graded and passed back, each student is to record the number of points he/she earned and find the cumulative number of points earned. After a short lesson on how to do so, students are now able to compute their grade independently.<br />
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<div style="text-align: center;">
<img height="252" src="data:image/png;base64,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" 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I realize that this is neither a novel idea, nor a new one. Years ago, prior to the onslaught of online gradebook programs, I had students keep a handwritten list like this in the front of their binder. Somewhere over the course of time and after falling into the realm of thinking that technology is meant to make things simpler, I stopped this practice. I expected my students to check their grade online periodically - some did, others not so much. (I really don't know why I decided to do it this way for summer school.)<br />
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Here's what I've learned....<br />
1. <span style="color: #38761d;"><b>The majority of my students are taking a more active role in their learning.</b></span> They see the benefits, and the pitfalls, of doing well/poorly. Some that failed miserably during the school year are now earning A's and B's on most work, want newly graded papers back daily, and are quick to determine their most recent grade.<br />
2. <span style="color: #38761d;"><b>The students prefer to have the paper/pencil list in front of them instead of the online option. </b></span> Some students have pointed out that they don't have access to the internet at home. So, having this list makes it possible to know their grade without asking the teacher. <br />
3. <span style="color: #38761d;"><b>The students are aware of any work they have not turned in or work that was turned in without a name. </b></span> This saves them having to ask me questions like "What's my grade?" or "Is there anything I can do to bring my grade up?" Note: When they do ask, I simply reply with something similar to "Check your grade sheet."<br />
4. Since this list contains a list of all possible points for the semester, the <b><span style="color: #38761d;">students are able to determine the minimum number of points necessary to pass the semester</span></b> (in our case, 735-ish). This number has become a goal for them. They know attaining at least 735 points will GUARANTEE a passing grade and that any number of points above this cut-off value equates in a higher semester grade. <br />
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Watching these kids progress has been AMAZINGLY rewarding. (Don't get me wrong. There have been hiccups.) These kids have convinced themselves over the course of many years that they can't do math. Watching their points earned climb seems to be convincing them that they can be successful. <br />
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Now all I have to do is figure out how to make it work for a quarter length course. (It might also be something useful on our evaluation tool.) <br />
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<br />Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-8561437334784027212.post-21933168973082643612014-08-04T10:18:00.002-07:002014-08-04T10:18:42.693-07:00Geometry Curriculum Map 2014-2015I finally finished updating my curriculum map for this year, which feels like a major success. School starts (for teachers) a week from tomorrow and with kids in 9 days. My schedule this year will consist of 5 periods of Geometry, one of which will be taken at a slightly slower pace and involve less in the way of formal proof writing. I'll also have a section of PreCalculus. <br />
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My goal is to create some sort of guided notes each day of class. We aren't doing a traditional INB persay, but I intend to incorporate some foldables, etc in our daily note-taking and exercises. I also intend to use Geogebra more in class this year. Nothing fancy, but I think that giving the kids to be able to create and interact with figures is a step in the right direction. <br />
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I am also going to get back to using SBG in my classes. I used it for a couple of years, but for whatever reason, didn't do so last year and I think that it might have helped alleviate some of the issues I had. Nonetheless, my next step is to use this document and my common core standards to write up the standards. <br />
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Got a busy week ahead of me, but feel confident I can get enough accomplished to not feel too stressed about it once school starts. </div>
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<a href="http://www.scribd.com/doc/235831671/Geometry-Curriculum-Map-2014-2015" style="text-decoration: underline;" title="View Geometry Curriculum Map 2014-2015 on Scribd">Geometry Curriculum Map 2014-2015</a> by <a href="http://www.scribd.com/FosheeM" style="text-decoration: underline;" title="View FosheeM's profile on Scribd">FosheeM</a></div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8561437334784027212.post-53848388050776369622013-08-02T11:21:00.000-07:002013-08-02T18:31:43.420-07:00PreCalculus Session - Trig Identities Card Sort etc<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In the morning precalculus sessions at #TMC13 we were asked to work with group members to develop a lesson, activity, assessment, etc to fit a topic that we found difficult to teach. My partner, @jlpaulen, and I chose to work on Trig Identities. We both felt that we find them a fun challenge and not too terribly difficult, but hard to teach. </span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
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<span style="background-color: transparent; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><b><span style="color: blue;">What’s the Big Idea?</span></b></span></div>
<b id="docs-internal-guid-7b371330-401e-cef2-9697-a5df96151b0f" style="font-weight: normal;"><br /><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span></b>
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<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We determined that the struggle our students have with them is in the application of the algebra skills necessary to complete the proof. So for us, the big idea is simply algebraic manipulation using trigonometric functions.</span></div>
<b style="font-weight: normal;"><br /><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span></b>
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<span style="background-color: transparent; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><b><span style="color: blue;">What is so challenging for students?</span></b></span></div>
<b style="font-weight: normal;"><br /><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span></b>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>The students have no idea where to begin or how steps flow from one to the next. There is evidence that students follow the mentality that they must know where to begin in order to finish the problem. Students are not receptive to the idea of try and possibly fail. While the students may have the ability to factor, distributive, substitute, etc in algebra, somehow applying these skills where a trig function is involved proves more difficult. I, personally, have had kids tell me that they tend to look at "sin" in a function and see 3 separate letters instead of one function. It makes them think they are dealing with a more complex problem.</span></div>
<b style="font-weight: normal;"><br /><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span></b>
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<span style="background-color: transparent; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><b><span style="color: blue;">Primary Identities to learn/memorize:</span></b></span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>- Reciprocal Identities</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>- Quotient Identities</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>- Pythagorean Identities</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>- Sum and Difference Identities</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
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<span style="background-color: transparent; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="color: blue;"><b>Why were other identities not covered?</b></span></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We settled on these 4 sets of identities because they seem to be the basis for many of the other groups. For example, odd/even identities can be taught using the sum/difference identities. (ie, sin(-u) = sin(u-2u). </span></div>
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<b style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span></b><br />
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<span style="background-color: transparent; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><b><span style="color: blue;">Activity ideas</span></b></span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>- Make a trigonometric “card sort” where students are given pieces of paper with each step and reason on separate pieces of paper. Students are given a starting and stopping step. Their task is to put the "proof" in order. Students may eventually be weaned from being given reasons and eventually will be expected to write the steps and reasons entirely. Problems may also progress from easier to more difficult.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>- Give the class a trig identity that can be verified in multiple ways. Divide the class into groups and give each group a large whiteboard on which to write their proof. Have each group present their proof to the class, then compare/contrast resulting methods. </span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>- Another follow-up would be Kristen Fouss’ <a href="https://app.box.com/shared/xjk9ylzuiq/1/39702488/406908920/1" target="_blank">Trig Identity Matching Activity</a> in Chapter 5 of her virtual file cabinet.</span></div>
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<span style="font-family: Arial; font-size: 15px; vertical-align: baseline; white-space: pre-wrap;"></span>
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<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The card sort activity is focused on Pythagorean Identities (no sum/difference) in an effort to allow students the opportunity to practice these and develop habits before adding in sum and difference identities.</span></div>
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<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Note: The identities we used were from this <a href="http://www.teaching.martahidegkuti.com/shared/lnotes/trigidentities1/trigidentities1.pdf" target="_blank">website</a>.</span></div>
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<a href="http://www.scribd.com/doc/157771132/TrigIdentityCardSortPythagorean-1" style="text-decoration: underline;" title="View TrigIdentityCardSortPythagorean (1) on Scribd">TrigIdentityCardSortPythagorean (1)</a></div>
<iframe class="scribd_iframe_embed" data-aspect-ratio="undefined" data-auto-height="false" frameborder="0" height="600" id="doc_22946" scrolling="no" src="http://www.scribd.com/embeds/157771132/content?start_page=1&view_mode=scroll&show_recommendations=true" width="100%"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8561437334784027212.post-58103748563937424662013-07-15T19:19:00.002-07:002013-07-15T19:19:57.480-07:00Parent Function Card SortThis week I spent in an inordinate amount of time working on materials for Geometry, but managed to work in some time for PreCalc as well. Early in the year we spend time going over the 12 Parent Functions. Students are then taught how to create new functions using the four basic operations, compositions, and transformations, as well as how to analyze these functions. One of the problems my students have previously had with these was remembering how the parent function behaved in order to determine how a transformation of that function would affect the domain, range, etc. In an effort to curb this problem, I am creating a card sort using the pages below. <br />
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My goal is to print the graphs, domain and range, etc on separate colors of cardstock. Students will not be given the entire set of cards at one time. Rather, they will be given the pieces as they are learned in class. I am scheduling time in class as these are covered to review the previous day's information, before adding new material. By the time the entire analysis is taught, the students will have practiced the sets enough times that they've memorized, or can quickly determine by sight, the analysis of each parent function. Hopefully, this will also improve their speed in analyzing transformed functions throughout the remainder of the year. <br />
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<a href="http://www.scribd.com/doc/154005246/Parent-Function-Card-Sort" style="text-decoration: underline;" title="View Parent Function Card Sort on Scribd">Parent Function Card Sort</a></div>
<iframe class="scribd_iframe_embed" data-aspect-ratio="undefined" data-auto-height="false" frameborder="0" height="600" id="doc_55362" scrolling="no" src="http://www.scribd.com/embeds/154005246/content?start_page=1&view_mode=scroll&show_recommendations=true" width="100%"></iframe>Unknownnoreply@blogger.com0