tag:blogger.com,1999:blog-812027754120780192024-03-05T19:35:05.983-08:00"It's all about the I"A Fairhaven Public Schools initiative to establish a common language of high quality pedagogy for all educators in the district.AmyHMhttp://www.blogger.com/profile/17826912845576008354noreply@blogger.comBlogger39125tag:blogger.com,1999:blog-81202775412078019.post-31352604825297421302012-06-07T05:10:00.001-07:002012-06-07T05:10:19.726-07:00Deductive VS. InductiveThe Chapter <i>Generating and Testing Hypotheses </i>discussed two generalizations that can guide the use of hypothesis generation and testing in the classroom;<br />
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1. Hypothesis generation and testing can be approached in a more <b>inductive</b> or <b>deductive</b> manner. <br />
<ul>
<li>Inductive- the process of drawing new conclusion based on information we know or are presented with.</li>
<ul>
<li>Inductive reasoning is a great tool to use in a math class. The Algebra II class that I co-teach utilizes this technique rather often. The teacher presents students with new information, and from that information (along with information that they have already mastered) they are asked to solve the problem. Students are typically able to apply/combine previously learned concepts and new concepts to solve the problem. </li>
</ul>
<li>Deductive- the process of using a general rule to make a prediction about a future action or event. </li>
<ul>
<li>Deductive reasoning is used quite frequently in the science/lab setting. Students are asked to use prior knowledge to make hypotheses on the outcome of a particular event-typically a lab. Students are then asked to explain why/how they came up with a particular hypothesis. They then test their hypothesis and record their results. Finally students are asked to analyze results and compare the results to the initial hypothesis- Was your hypothesis correct? Why/why not?...</li>
<li>I don't teach/co-teach in the English setting, however, deductive reasoning is also used a lot when reading. Students should be able to make predictions about the outcome of an event based on the information previously stated, and information that is already known. </li>
</ul>
</ul>
2. Teachers should ask students to clearly explain their hypotheses and their conclusions.<br />
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<ul>
<li>Again, in the science/lab setting students are asked to use prior knowledge to make hypotheses on the
outcome of a particular event-typically a lab. Students are then asked
to explain why/how they came up with a particular hypothesis. They then
test their hypothesis and record their results. Finally students are
asked to analyze results and compare the results to the initial
hypothesis- Was your hypothesis correct? Why/why not?...</li>
</ul>
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This chapter also discussed how generating and testing hypotheses can be used in decision making. Being a Special Educator (and a high school teacher!) I have come to realize, and accept, the fact that many high school/SPED students are very impulsive in their decision making. This chapter suggests the following framework to help guide them through decision making tasks (This would also be great for choosing a college!!):<br />
<ol>
<li>Describe the decision you are making and the alternatives you are considering. </li>
<li>Identify the criteria that will influence the selection and indicate the relative importance of the criteria by assigning an importance score from a designated scale.</li>
<li>Rate each alternative on a designated scale to indicate the extent to which each alternative meets each criterion. </li>
</ol>
This book gave me some really great insight, and new strategies to utilize in my classroom! It's a great resource to keep around the office!! I hope this is something that we can continue to study next year with the same book or a new one!Ashley Newtonhttp://www.blogger.com/profile/05304727174688551083noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-8923410640616468132012-06-04T07:22:00.001-07:002012-06-04T07:22:40.482-07:00May/June - Generating and Testing HypothesesThe last chapter that will be covered this year from the Research-Based Strategies from the book will be <b>Generating and Testing Hypotheses</b>. As the authors state, generating and testing hypotheses is something students naturally do when they start to apply knowledge. In the classroom, utilizing activities that involve generating and testing hypotheses can be an excellent tool in incorporating higher-order thinking into a lesson.<br />
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Throughout the chapter, the authors provide several "structured tasks" that can be used in activities that involved generating and testing hypotheses: <b>Systems Analysis, Problem Solving, Historical Investigation, Invention, Experimental Inquiry, and Decision Making</b>. Based on what you have read throughout the chapter, please share examples of how you plan to, or have already, incorporated tasks in the classroom that involve generating and testing hypotheses specific to your content area.<br />
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In my U.S.I History class, the students are often asked to predict the outcomes of certain historical events based on underlying information that they already know. The students are able to generate their hypothesis, and then compare it to what actually happened and reflecting on the differences and similarities. For example, this past month the students have been studying the Civil War, specifically the outbreak of the war at Fort Sumter. Abraham Lincoln, was struggling with a predicament when it came to what would be the appropriate action when dealing with the fort, which was falling into Confederate. The students were tasked with predicting what they thought Lincoln would do, based on what they already knew about him, the Union, the Confederacy, and the United States. The task allowed the students to think critically about a historical situation, as well as to come to an understanding of why their prediction/hypothesis agreed or disagreed with what actually happened.Nick Pillahttp://www.blogger.com/profile/03060702905253463289noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-52651184954991606922012-04-26T13:09:00.002-07:002012-04-26T13:09:55.684-07:00Cooperative Learning Groups<div style="font-family: Georgia,"Times New Roman",serif;">
I currently co-teach a Biology class in which we use cooperative learning (lab) groups at least once per week. We have various methods of grouping students (groups are typically 3-4 students):</div>
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-heterogeneously grouped lab groups (teacher chosen)</div>
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-randomly chosen groups:</div>
<ul style="font-family: Georgia,"Times New Roman",serif;">
<li>students pick names from a jar</li>
<li> students count off 1-4</li>
<li>students match puzzle pieces </li>
</ul>
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-homogeneous/heterogeneous groups/partners chosen by students (we find that typically students get a lot less accomplished when they choose their own groups or partner!)</div>
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<span style="font-family: Georgia,"Times New Roman",serif;">I feel that, when grouped heterogeneously, students tend to be more interested and invested in learning. Each member of the group is accountable independently as well as on a group level. We don;t typically assign roles to each student in the group but they kind of take on that role themselves. The downside to cooperative learning groups is the noise and those few students that constantly need to be prompted back to task. How do you deal with this?</span><br />
<br />Ashley Newtonhttp://www.blogger.com/profile/05304727174688551083noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-16777287671358382552012-04-26T03:56:00.002-07:002012-04-26T03:56:53.547-07:00Cues, Questions, and Advanced Organizers<span style="font-family: Arial,Helvetica,sans-serif;">This chapter was really interesting and made me think about how/how often I am questioning my students. As a Special Education teacher, I feel that the "higher-order thinking" questions should be asked a lot more than they are. A lot of our students are unable to effectively interpret and analyze data or information. This skill is imperative for success at this level in regards to MCAS, SAT's, College...ect. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Activating prior knowledge is something that I've found to be extremely helpful for my classes...I've noticed that a lot of students just need that "little something extra" to help them understand a new concept and connect that concept to prior knowledge. I've personally never tried a word splash, though I've heard that they work well. Typically we start with a class discussion and some sort graphic organizer followed by a visual or tactile activity (youtube, coloring, modeling...). </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">On another note...I feel that Analytic skills should be explicitly taught to students especially if they are lacking such a skill. </span><br />
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Identifying and articulating errors in the logic of information.</div>
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Constructing a system of support or proof for an assertion.</div>
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(page 116: Figure 10.2)</div>
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<br />Ashley Newtonhttp://www.blogger.com/profile/05304727174688551083noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-31470398558995470842012-04-09T06:24:00.000-07:002012-04-09T06:24:11.718-07:00April: Cooperative Learning<span style="font-family: Arial, Helvetica, sans-serif;">The topic this month is <b>cooperative learning</b>. Feel free to continue discussing the topic in March during the month as well. The chapter on cooperative learning really emphasizes the importance of using cooperative learning as an instructional strategy, albeit sparingly. The authors state that based on research, group strategies should be utilized about once per week. At the same time, the authors also stress that groups should be made based on different criteria and not necessarily ability level. Research indicates that students of low-level ability who are paired with other low-level ability students, do not perform the way they should and the instructional strategy is not effective. Finally, the authors stress keeping group sizes to 3 or 4 students per group.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">The authors examine three different categories when it comes to grouping: informal, formal, and base. Personally, the most effective informal grouping activity is a Think-Pair-Share in which the students are asked to select a different partner each time. For formal groups, I typically group the students randomly while making sure that students of low-level ability are always working with a student of high-level ability. There are some awesome websites out there that will generate groups randomly. For example: <a href="http://www.transum.org/Software/RandomStudents/">http://www.transum.org/Software/RandomStudents/</a> works well and also saves your class rosters. There are other websites that allow the students to pick team names which helps bring a slight competitive atmosphere to the group work. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Another strategy I've found to be effective is assigning group roles to ensure that students are held accountable and that each student in the group is contributing in a different way. I distribute cards such as the ones here to the students randomly and make sure that they are all responsible for separate work. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><img height="346" src="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcSUVgpkFiaCyMbCxWGY25fzgCrgQrruCr0YKoSIILoQmBFej3bflA" width="400" />
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<span style="font-family: Arial, Helvetica, sans-serif;">Please share your own methods for selecting groups as well as how you ensure that students are held accountable when working in cooperative learning groups. </span>Nick Pillahttp://www.blogger.com/profile/03060702905253463289noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-7492768311383523822012-03-26T07:14:00.001-07:002012-03-26T07:14:40.172-07:00March - Cues, Questions, and Advance Organizers<div style="font-family: Arial,Helvetica,sans-serif;">
<i><b>I apologize for the long delay, this school year is flying by. Our chapter for March is Cues, Questions, and Advance Organizers. I will post April's chapter at the beginning of the month, but because of my delay, we can of course continue to discuss March's topic as well. </b></i></div>
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March's chapter is all about activating prior knowledge through cues, questions and advance organizers. Cues and questions are excellent tools that a teacher can utilize to activate prior knowledge, expand students' understanding of a topic, and also help the students spark an interest in the subject. It is also vital to assessing the students' prior knowledge before beginning a new subject. Here, everyone should share examples of cues or questioning that they use in class, maybe even in a specific context. </div>
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The chapter also addresses advance organizers that help students utilize their background knowledge when learning new material. Advance organizers are great when using information that is extremely disorganized, as it can help students begin to organize old information with new information that they are exposed to. The chapter introduces three different kinds of advance organizers, Narrative, Skimming, and Graphic. </div>
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Perhaps everyone could share examples of how they activate prior knowledge through activities that are introduced in the chapter, or other scaffolding activities that are not discussed in the book. </div>
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<b>An excellent activity to activate prior knowledge that many teachers are familiar with is a word splash, which works particularly well in a history class. The teacher writes one key word or broad term on the board and ask students to come up and write words that they think relate to the key word or broad term.</b></div>
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<b><br />For example, last year I wrote "Civil War" on the board and asked students to write words that they thought related to the Civil War.</b></div>
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<div style="color: red; font-family: Arial,Helvetica,sans-serif;">
<b><u>Civil War</u></b></div>
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<b>Union</b></div>
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<b>North vs. South</b></div>
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<b>Slavery</b></div>
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<b>Split</b></div>
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<b>Confederacy</b></div>
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<b>Southerners</b></div>
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<b>Abe Lincoln</b></div>
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<b>Gettysburg</b></div>
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<b>Trench Warfare</b></div>
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<b>These were some of the words that the students wrote on the board. From there, I was able to correct any misunderstandings, while at the same time assessing how much the students already knew about the Civil War before beginning formal instruction. Following a word splash such as this one, the teacher can then ask students to organize the information and begin to draw comparisons.</b></div>
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<br />Nick Pillahttp://www.blogger.com/profile/03060702905253463289noreply@blogger.com1tag:blogger.com,1999:blog-81202775412078019.post-67730662181540040682012-02-29T16:11:00.002-08:002012-02-29T16:48:40.449-08:00Similaraties and DifferencesI found this chapter to be really useful. I would like to use the comparing 2 concepts with similarities and differences in helping students reinforce what they have learned as well as a study tool to help students prepare for their tests and quizzes. I found a couple of free analogy organizers on-line but had a hard time getting the PDF files to post. I found one analogy organizer on a website called teacher vision. The address is <a href="http://www.teachervision/">www.teachervision</a>. fen.com and search for analogy organizers. Another interesting one that I found was comparing two concepts. It had the "New Concept" on the left side and the "Familiar Concept" on the right-hand side. Underneath that it had "Similarities" on the left side and "Differences" on the right. Underneath all of that in the center was "Summary of new concept". I would use this one to reinforce new concepts. Using analogies uses higher-order thinking skills and students seem to like it once it is explained to them. They like looking for the connection between the two items. It is another important tool in getting students to learn in a way they may not have used before. It stimulates new brain connections and strengthens those higher-order thinking skills.Ann L-Ehttp://www.blogger.com/profile/10455869807367816822noreply@blogger.com1tag:blogger.com,1999:blog-81202775412078019.post-48450020529487348232012-02-29T04:56:00.004-08:002012-02-29T05:19:27.966-08:00Identifying Similarities and DifferencesI really enjoyed this chapter! I was particularly intrigued with using analogies with students as a form of identifying similarities and differences. I have always known analogies to be comparing two related objects or ideas to something else but never though to use them in the classroom as a student/teacher-directed activity. Learning to read and understand analogies is such an important skill for students, as they are typically found on all standardized tests.<br /><br />I co-teach a biology class and we have used analogies in comparing cell organelles to people or places. The responses we got from the students was impressive. One in particular still stands out to me. A group used ten organelles from the cell and compared them to the Boston Bruins hockey team! It was amazing!! Now, reflecting on this activity, the student really seemed to understand and enjoy it!<br /><br /><br />I found the graphic organizers in the chapter to be a great resource. I especially liked the following GO.<br /><br /><div style="text-align: center;">[ ] is to [ ]<br /></div><br /><div style="text-align: center;">relationship:___________________________<br /></div><br /><div style="text-align: center;">as [ ] is to [ ]<br /><br /><br /><div style="text-align: left;">I also liked the GO for analyzing metaphors:<br /><br /><div style="text-align: center;">Metaphor: _________________________________<br /><br />Literal:________________________<br /> Abstract:_______________________<br /> Literal:_________________________<br /></div><br /><br /></div><br /></div>Ashley Newtonhttp://www.blogger.com/profile/05304727174688551083noreply@blogger.com1tag:blogger.com,1999:blog-81202775412078019.post-55122526978206602522012-02-02T06:20:00.000-08:002012-02-02T06:20:26.684-08:00February Topic - Identifying Similarities and Differences<div style="font-family: Arial,Helvetica,sans-serif;">
<b>Surprisingly, it is already February, so it's time to move onto our new topic, </b><b><i>Identifying Similarities and Differences</i>. </b><b>For this month, perhaps everyone could share their general thoughts on the chapter, examples of graphic organizers that facilitate comparing and contrasting, or even student examples. Also, maybe teachers of the sciences or mathematics could share how they are able to incorporate similarities and differences in their disciplines where it might be difficult to do so. </b></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">I found this chapter in the book to be especially interesting and
useful. Similarities and differences are so frequently found in a subject
such as History, that it is very beneficial to see the ways in which
similarities and differences can be adapted, whether it is simply
comparing and contrasting, or even have the students begin to create
analogies. Of course the Venn Diagram is so commonly used and is effective, but I've also found that categorizing topics based on similarities is extremely effective in getting the students to understanding similarities and differences, especially when it comes to History. When asking students to categorize, it seems to work best when you provide the students with the categories and then allow them to select the topics that are appropriate. That way, they are forced to understand the topics' similarities before they are able to categorize them. Our next topic of study in U.S.I History involves many similarities and differences, so during that topic I plan to incorporate metaphors and analogies instead of relying on Venn Diagrams for comparing and contrasting. I'll make sure to post my findings and share how effective the activity was. </span><br />
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<br />Nick Pillahttp://www.blogger.com/profile/03060702905253463289noreply@blogger.com1tag:blogger.com,1999:blog-81202775412078019.post-27715081309009964982012-01-31T17:04:00.000-08:002012-01-31T17:17:44.631-08:00HomeworkI really enjoyed this month's topic since it is a daily battle for me. I work in the "Instructional Support" room at the High School where students are given the oppportunity to start and even finish their homework during school after a small minilesson is conducted. Even when given the time and support, some students do not complete homework. <br /><br />I am constantly asking myself why this is. Many times, teachers allow students to sit in class and not do it. There does not always appear to be any consequences for not completing assignments. I liked the idea of parents being contacted but many times, parents really don't care either. As long as their son or daughter gets a D and passes, they are okay with it. Less for them to deal with when they get home is their attitudes. In those cases, it is difficult, but not impossible, to help the student learn the importance of homework/practice. <br /><br />In other cases, students do not complete homework because they have no concept of the skills needed to complete their homework. Maybe they don't know the content, maybe they don't have a quiet place to complete homework, maybe they are too embarrased to ask for help or maybe a combination of all those things. The point is that teachers need to step up and figure out what is preventing a student from being successful even if that requires more time and effort on the teacher's part. <br /><br />I am going to share this chapter with my students and see if they can understand WHY they have to complete homework. Maybe we will even fill out several homework squares that are on page 65 to further their understanding of the purpose of homework.Ann L-Ehttp://www.blogger.com/profile/10455869807367816822noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-89017887227659407732012-01-21T10:41:00.000-08:002012-01-21T10:59:25.757-08:00Homework<span style="font-family: arial;">This section was really interesting section to me, in that, I can't figure out how to get my kids to complete their homework!! After reading this section, I realize how important it is to make sure the kids know WHY they are doing the homework, and that doing it, can actually HELP them!!</span><br /><br /><div style="text-align: center;"><img style="width: 288px; height: 199px;" 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" alt="" /><br /></div><br /><span style="font-family: arial;">I liked the teacher's idea from the text- She made sure that each student knew WHY they were completing the homework and WHAT they needed to know to complete the homework (p.65). I don't think that a high school student would take the time to fill out something like this every night, but maybe once in a while as a sort of reminder to them that what they are doing IS important! </span><br /><br /><span style="font-family: arial;">Working with high school students within the SPED program, I have realized, that they are generally:</span><br /><span style="font-family: arial;">1. discouraged</span><br /><span style="font-family: arial;">2. frustrated</span><br /><span style="font-family: arial;">3. confused </span><br /><span style="font-family: arial;">with their homework, and most parents are not as invested in their child's education as I remember my parents being. (This is only a generalization, I know that this is not the case for every student) I would love to learn how to better work with parents regarding their role in their child's education. </span><br /><br /><span style="font-family: arial;">I co-teach with one particular math teacher that has each student sign a contract at the beginning of the year stating that they know the homework policy. She explains to them the research on homework, how much they should have, and what they should expect to accomplish by doing their homework. There are also consequences. Students that miss more than three homework assignments in one term are given a detention and a letter sent home (to be signed and sent back) to their parents. Each subsequent missed assignment results in another detention. It seems to work for our kids. They very rarely miss assignments because they know the expectations ahead of time, and they know that there are consequences for not completing it!</span><br /><div style="text-align: center;"><img 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" alt="" /><br /></div>Ashley Newtonhttp://www.blogger.com/profile/05304727174688551083noreply@blogger.com1tag:blogger.com,1999:blog-81202775412078019.post-41681840447325567742012-01-10T08:11:00.000-08:002012-01-10T08:11:18.345-08:00January's Topic: Homework and Practice<div style="font-family: Arial,Helvetica,sans-serif;">
I apologize for the delay, but it is time to move on to the January topic: <b>Homework and Practice</b>. </div>
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I found this section to be very interesting, as the topic of homework is always brought up in discussions at the high school. Teacher's are constantly debating the importance or even necessity of homework in an age when students face a multitude of distractions when outside of school. Therefore, I thought I would pose the following questions: <b>How are we able to get students to complete homework? Are we able to ensure that parents are involved with homework, particularly motivating their children to complete homework? Can we design homework assignments in more interesting ways to provide incentives for students to complete homework? </b></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">After reading the chapter, those are just a few thoughts I have, coming from the high school perspective. Respond to the above questions, or share your thoughts when it comes to homework.</span>Nick Pillahttp://www.blogger.com/profile/03060702905253463289noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-4694092113310268062011-12-29T10:15:00.000-08:002011-12-29T10:18:21.745-08:00Nonlinguistic representations<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0M7cDuTMxQ-zXhra2GYf5YJyoweP0I8_k8UbMXLFj0bCM0dbSKlmdB-MvsAPnHkNuVbpmJDH45jecdy5VsKJZ8dKHY7Ss2WbpekZ20oFcy-0btCp3IOSV9B7zZ5rwGGxG9xDR_H3ACp33/s1600/Image0042.jpg"><img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0M7cDuTMxQ-zXhra2GYf5YJyoweP0I8_k8UbMXLFj0bCM0dbSKlmdB-MvsAPnHkNuVbpmJDH45jecdy5VsKJZ8dKHY7Ss2WbpekZ20oFcy-0btCp3IOSV9B7zZ5rwGGxG9xDR_H3ACp33/s320/Image0042.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5691616202036210930" /></a>Ann L-Ehttp://www.blogger.com/profile/10455869807367816822noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-20150443135416141042011-12-29T09:50:00.000-08:002011-12-29T10:12:41.099-08:00Nonlinguistic representationsComing from a Special Educator's perspective, we often write in IEP's "the use of graphic organizers" as modifications or accommodations for students. However, getting students to use them, is sometimes a different story. I have a bulletin of graphic organizers in my classroom for students to peruse and grab for any topic or subject. Very rarely are they used. After reading this month's chapter on using graphic representations, I think explicit teaching on creating and using graphic organizers or picture representations would be useful for my students. When working with dyslexic students, they often need reminders to form "mental pictures" in their heads of what is being read to them or discussed in class. This does not appear to come "naturally" to them. However, once they can form pictures it strengthens their comprehension.<br /><br />I liked the "Generalization/Principle Pattern Organizer. It is very similar to basic, good note-taking. I liked the example they used for mathematics function and then follow that with examples in one, organized place. It is clean, and easy to follow. This could be used with more complicated mathematical concepts as well.<br /><br />The idea of using kinesthetic activity at the high school level is interesting and I think I would like to try to use it more often. In the past, any time I have asked students to get up and move around (before completing a task that required them to focus) has been met with lethargic responses such as "I am too tired" or " do I have to?" I could see trying this with some of the physical science concepts that students often times struggle with.Ann L-Ehttp://www.blogger.com/profile/10455869807367816822noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-87978979140283315702011-12-22T10:38:00.001-08:002011-12-22T16:54:13.039-08:00Nonlinguistic RepresentationLike Amy, most of my experience with nonlinguistic representation was also in college in my education courses. My college education professors focused a lot on learning styles and ways to enhance student learning. Why then, do so many teachers not use this mode more often? I think it has a lot to do with our early learning experiences. We tend to teach topics in a way similar to the way we were taught. This is why it is so important for us to remember to use this mode in our teaching even when it may not seem natural for us.<br /><br />I do tend to use a lot of graphic organizers with my students and it definitely improves their attention to and retention of information. We use them mostly in writing, but also when studying social and science topics. Another way I incorporate nonliguistic modes is with vocabulary words. I often have the students write a sentence and show a picture to show the meaning of the word. This way they remember it more and I can also clear up word confusions by having them explain their pictures.<br /><br />In math, we use a lot of manipulatives to learn addition, subtraction and a variety of other topics. I always tell students that they should picture the manipulatives in their mind when they are solving math problems.<br /><br />I would like to do more with this mode because I feel it really can help my students retain information in a new way. That will be my goal for January and beyond.Jennifer Thttp://www.blogger.com/profile/03330189715148034829noreply@blogger.com1tag:blogger.com,1999:blog-81202775412078019.post-54962694296487411422011-11-29T11:53:00.000-08:002011-11-29T11:53:41.094-08:00Nonlinguistic Representation<span style="color: red; font-size: x-large;">Believe it or not...it's almost December!! This means we are moving on to Nonlinguistic Representations soon! A very interesting topic to me because I have had so many negative learning experiences with teachers who teach only from a linguistic modality. It wasn't until college that I learned that I need to take any new knowledge and manipulate it in a nonlinguistic fashion to retain it deeply. Once I figured that out learning new content was so much easier and more fun! What are your experiences as a learner or a teacher with nonlinguistic representations??</span>AmyHMhttp://www.blogger.com/profile/17826912845576008354noreply@blogger.com1tag:blogger.com,1999:blog-81202775412078019.post-32688694044983985702011-11-18T06:14:00.001-08:002011-11-18T06:15:08.938-08:00Oops!I left comments on another blog rather than posting! Check them out on the blog with the brainstorming map!Ashley Newtonhttp://www.blogger.com/profile/05304727174688551083noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-55307180787299992752011-11-08T08:58:00.000-08:002011-11-08T08:58:30.865-08:00Free online webbing software Here is my example of one way to summarize or take notes.<br />
This free online software is similar to Kidspiration or Inspiration.<br />
It is called bubbl.us "brainstorm and mind maps online"<br />
It is fun, easy and another way that students can visually take notes.<br />
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<a href="https://bubbl.us/">Online Webbing software</a>Unknownnoreply@blogger.com5tag:blogger.com,1999:blog-81202775412078019.post-20189150009418066352011-11-05T20:01:00.000-07:002011-11-05T20:01:43.507-07:00November = Note Taking<span style="color: red; font-size: large;">Many of you have linked the topics of summarizing and note taking since they share a chapter in our text and are so naturally connected. Carry on with your great comments and discussions and we'll move on to Nonlinuistic Representations in December! Thanks and Happy Thanksgiving!! :)</span>AmyHMhttp://www.blogger.com/profile/17826912845576008354noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-36685007191232958952011-10-31T16:41:00.000-07:002011-10-31T16:48:08.856-07:00SummarizingSummarizing is how we take large selections of text and reduce it to “the gist”, or key points or main point or by putting it into your own words. I think it is so important to teach the skills of removal of extraneous details, underlining selective important parts, and identifying only the “who, what, where, why and how” details. This skill is so important to the success of our students and sometimes it is lacking at the High School level. As special education teachers, we sometimes have to place special IEP goals and benchmarks in their IEPs to encourage the learning of this skill. <br /><br />One idea that I found important was the fact that summarizing is a skill that needs to be explicitly taught. At the high school level, I think we assume students know how to summarize and when they don’t do it, we label them as lazy. Summarizing really does involve higher-order thinking skills that are also sometimes not fully developed.<br /><br />In the upcoming month, I hope to teach my students to: 1) delete unimportant information, 2) delete information that was already given 3) reduce words and 4) underline/highlight the topic sentence (if it is a photocopy). I think I am going to make up a poster of these steps and place it in my room for the visual learner as well as a daily reminder. Another idea that I enjoyed learning about was the Reciprocal teaching. This teaching strategy involves four higher-order thinking skills: summarizing, questioning, clarifying, and predicting. This sometimes happens naturally in my Instructional Support class where a student will come in with a variety of work from a variety of teachers, from a variety of different grade levels and expect me to know what they have to work on and know the material. For example, I teach freshman through seniors and the High School offers many different history classes at each grade level as well as “half-year exploratory” history classes. A student will walk in and say that they need help with their history assignment. In my mind, that history assignment could be on anything. The first thing I do is get them to summarize what they think they should be learning about, and then, naturally, questions come up because I don’t often have the background information that they have. Usually, this works out well. They feel smarter because they know something that I don’t know. I am happy because they just verbalize what they didn’t think they already knew. I don’t leave it at that level. I always need for them to clarify some important fact or piece of information for me. We usually predict or “think aloud” possible solutions to their academic assignment. This all happens within a very short period of time (less than an hour) and usually we both learn something.Ann L-Ehttp://www.blogger.com/profile/10455869807367816822noreply@blogger.com1tag:blogger.com,1999:blog-81202775412078019.post-1710713724980787392011-10-30T10:41:00.000-07:002011-10-30T11:32:15.716-07:00Summarizing and NotetakingIf I had to pick a skill that my first graders always seem to have a hard time with, it would be summarizing. They really need a lot of support and guidance while learning about summarizing even the simplest stories. They are not sure usually what facts are most important and those that are not important to the main idea of the story. Usually, they try to retell the whole story. We spend a lot of time distinguishing between retelling and summarizing what they have read. I always try to have them summarize as though they were telling their parents what they read about in school. This helps them focus more on the important facts that they would tell someone. This isn't always the most effective method though and I really like some of the frames for summarizing. I think they would really clarify things for the students. I always orally review the items on the Narrative Frame, but I think that maybe having a poster with the questions to use for each story would be helpful. I don't ever remember being taught this skill directly myself, so I want to try even harder to give my students the tools to be able to summarize effectively.<br /><br />Notetaking is something I try to introduce the students to early on. This year, we started by researching foxes. We selected several books and broke up into two groups to read them. During and after reading, the teachers were the scribes and we wrote down facts that were important about foxes. I discussed with students my thought process as well when I write notes and that I choose to write phrases and note complete sentences. The groups then compared their notes to see what was the same and different. Each group noticed the books focused on slightly different things, but that most of the info was the same. I then showed the students during a shared writing how to turn their notes into a written non-fiction piece. Gradually, I will do less and less of the directing and they will do most of the notetaking themselves or in groups. I like that the chapter mentioned the different methods of notetaking too. I think in school kids are often shown one basic way to take notes and that might not work for them. I plan on trying to show them more of a variety of notetaking types throughout the year.Jennifer Thttp://www.blogger.com/profile/03330189715148034829noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-48778679567525245382011-10-27T15:11:00.000-07:002011-10-27T15:21:13.039-07:00Summarizing and Note TakingThis chapter really struck me. As a younger student I really struggled with summarizing, it's a skill that I continue to struggle with now as a teacher. When trying to explain summarizing to students I really struggle with getting them to take a step back from all the details and focus on the frame. I think the idea of summarizing frames would be really helpful in teaching our students to summarize. One thing I've tried is to write out the frames and/or their questions for my first graders. When reading our story for the week or a read aloud to my class, I reference the appropriate story frame. This has helped both me and my students to orally summarize. <br /><br />Summarizing develops into the later skill of taking notes. While I have tried both forms of note taking mentioned in the text, I agree with Ashley in that people need to develop their own methods to best help themselves learn the material. This awareness of what works for yourself and your learning style takes a long time to develop. I wonder, if we as teachers encourage students to become more aware of their learning style that they will develop better note taking and summarizing skills earlier.Anonymousnoreply@blogger.com2tag:blogger.com,1999:blog-81202775412078019.post-34964483436216119562011-10-26T08:40:00.000-07:002011-10-26T09:11:00.841-07:00Two of the Most Useful Skills a Student Can HaveIt's funny that summarizing and note-taking is this month's topic. I've recently been working with students on mini-lessons about summarizing. They were asked to read a short passage and summarize what they had read in a paragraph. When I was reading their "summaries" I was amazed at how little they knew about a proper summary! Most of my students just copied the passage substituting a few words here and there and maybe throwing in an original sentence or two. Not one of them knew how to write a proper summary!<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs28B0RUiyjfGvhLZVWmSDZy0vERjVXVZjPXQlBzak0besJPnO5C_HPB1WsNOBCVYVoVAbXG8mAZkfl_WFjcJ-_M0ILFKlhvcNQynf_L-maPE6csPvAkQrxkACRoXMHnnRyZMdRxGY3cY/s1600/little+boy+scratching+his+head.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 175px; height: 175px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs28B0RUiyjfGvhLZVWmSDZy0vERjVXVZjPXQlBzak0besJPnO5C_HPB1WsNOBCVYVoVAbXG8mAZkfl_WFjcJ-_M0ILFKlhvcNQynf_L-maPE6csPvAkQrxkACRoXMHnnRyZMdRxGY3cY/s320/little+boy+scratching+his+head.jpg" alt="" id="BLOGGER_PHOTO_ID_5667828710455468546" border="0" /></a><br /><br />When I was reading this month's chapter about summarizing and note-taking, it really struck me that "hey, a lot of students can't do either!" Thinking back to my own school days, I don't think I was ever explicitly taught how to take notes or write a proper summary. Sure we always had to write summaries in English class, but mine was never an "A".<br /><br />Summarizing and note-taking are skills that will benefit someone in whatever they do. While reading, I was really struck by the idea of the "Summary Frames". This is such a unique idea, and I think it would work great for all students especially because there is a different frame for every type of text. The Frames specifically tell you what you are looking for and ask questions to guide you along the way. They also help students to delete trivial, or redundant material and create a topic sentence. <br /><br />I feel that note-taking can be taught to an extent, however, it is something that the student needs to modify to his/her way of thinking and how best to visually do so. I really liked the idea of the split page notes- one side of page is the actual "notes" and the opposite side of the page is pictures, flow charts, graphs...etc. <br /><br />I am going to attempt to explicitly teach students how to write a proper summary. It will be interesting to see their response to the Summary Frames.<br /><br /><span style="font-weight: bold;">Follow Up</span><br />Although I haven't gotten around to making effort/achievement charts for each student, I have been talking a lot more about how the two are so closely related. With one student in particular, I feel that he is really starting to understand that zero effort=very little achievement. After each test/quiz/graded assignment I make it a point to ask the student "How much did you study at home?", "How long have you known about this?" "Do you feel that you tried your hardest?"...and so on. This student is usually pretty honest with me and himself. I'm starting to see a little more effort on his part! Slow and steady I guess!Ashley Newtonhttp://www.blogger.com/profile/05304727174688551083noreply@blogger.com1tag:blogger.com,1999:blog-81202775412078019.post-52248179416909742832011-10-12T13:31:00.000-07:002011-10-12T13:31:06.053-07:00Planner Resources<span style="font-size: large;"><span style="color: red;">YAY</span><span style="font-family: Verdana, sans-serif;"><span style="font-family: Verdana, sans-serif;"></span><span style="color: red;"><span style="color: red;">!</span> I was able to secure directions to access all kinds of GREAT resources that go along with our monthly topics. Follow</span></span></span><br />
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<a href="http://www.fairhavenps.org/Get_Started_PPTW_Final.PDF"><span style="font-family: Verdana, sans-serif;"><span style="color: red;"><span style="font-size: large;">http://www.fairhavenps.org/Get_Started_PPTW_Final.PDF</span></span></span></a><br />
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<span style="color: red; font-family: Verdana, sans-serif; font-size: large;">I posted October's theme and assignment below! Have fun!!</span>AmyHMhttp://www.blogger.com/profile/17826912845576008354noreply@blogger.com0tag:blogger.com,1999:blog-81202775412078019.post-38074348217872416062011-10-10T09:44:00.000-07:002011-10-10T09:44:52.804-07:00October ~ Summarizing<span style="color: red; font-family: Verdana, sans-serif; font-size: large;">What a great start to the school year bringing a new focus to effort and recognition. We had some great discussion and sharing of ideas! </span><br />
<span style="color: red; font-family: Verdana, sans-serif; font-size: large;">This month please shift your attention to the very important instructional practice of SUMMARIZING. You'll find your reading in <u>Classroom Instruction That Works</u> pgs. 29-43. This month please: </span><br />
<ul><li><span style="color: red; font-family: Verdana, sans-serif; font-size: large;">post two ideas from the reading that struck you</span></li>
<li><span style="color: red; font-family: Verdana, sans-serif; font-size: large;">share one summarizing technique you used in your classroom this year</span></li>
<li><span style="color: red; font-family: Verdana, sans-serif; font-size: large;">and comment on at least one other blog members post! </span></li>
</ul><span style="color: red; font-family: Verdana, sans-serif; font-size: large;">I'm looking forward to reading your thoughts and ideas!</span><br />
AmyHMhttp://www.blogger.com/profile/17826912845576008354noreply@blogger.com0