Wednesday, April 25, 2012

Melissa's Response

Chapter 11 starts by explaining that teachers want their students to make sense of math and to develop their abilities to learn on their own. It is important for students to be able to read a math text and interact with it properly in order to apply their knowledge to solving problems. The chapter goes on to explain the three phases in the reading process which include prereading, during reading, and post reading which will help students improve their abilities to read math texts. The vignette that helps us to see these phases in practice depicts a teacher, Mr. Howard, talking with his students about the lesson they will be learning. I thought it was interesting that Mr. Howard asking students to come up with questions about the section prior to reading it in order for them to have a reason to read. I liked how they were talking about the different steps and he said he wanted someone to explain what they were supposed to do in their own words and not just recite what was written. Looking back at my middle school career I think I relied too much on the knowledge of the teacher and did not try to build my own knowledge. I think this was because my teachers would always give us a topic, give us the procedure to solve the problems on the given topic, and told us to find the solution. I was never given the option to think a different way and to find my own procedure to solve a problem which ultimately hindered my ability to develop my ideas regarding math concepts. To relate this vignette to the social dimension of the Reading Apprenticeship Model, the atmosphere of the classroom was comfortable and students were able to express their opinions about what they did not understand without any worry. I liked how Mr. Howard did not just answer the questions that students had but instead asked the question to the class so that another student could answer it. He also made sure that the students were aware of the vocabulary list and told them that those are the words that they should be able to describe in their own words.
After the vignette the chapter explains practices that we can use in our classroom during each phase of the reading process. The practices for prereading include using textbook signals to generate questions for reading, brainstorming, PreP, K-W-L Prompts, anticipation guides, and prereading graphs and displays. I have heard of most of these prereading practices but it was great to have examples of when they should be used and how they could be applied to our classroom. One prereading strategy that I did not know of is PreP. It is a prereading plan that is designed to stimulate students' interest in the topic and also use their background knowledge of a subject in order to increase their comprehension of the topic. PreP is another way for students to brainstorm what they already know about a topic, generate ideas, and see how concepts relate to one another. If I were the teacher I would put my students in groups, allow them to discuss the topic and then give them some time to write about it. I would want them to write about it because Zinsser has explained that writing improves comprehension of a topic.
Two of the during reading practices that I liked were Question-Answer-Relationship and Sketch the Text. I like the QAR strategy because it helps students enhance their metacoginitive skills which does not typically happen in a math class. In this strategy students answer questions directly from the text, make linkers between related ideas in the text, use their prior knowledge to interpret the text in their own way. Sketch the text is similar to the Visualizing strategy that Alex and I used for our strategy study. Math is an extremely visual subject and "many students have strong visual literacy skills" (p. 145) therefore I think it is important to incorporate sketch the text to help students understand the concepts they are reading about. I think that sketch the text will not only help visual learners but also engage all students in the class. I remember when we performed our strategy student everyone was more excited about reading the text when we told them they would be doing a drawing activity as well. Overall, this chapter was extremely helpful because it gave many examples and descriptions of strategies we can use as teacher to help our students to understand what they are reading.

3 comments:

  1. Melissa - I can relate to your middle school math experience. I never enjoyed math in middle school and always dreaded going to class. Perhaps, the reason why was because my math teacher did not give me the chance to absorb what was being taught. It almost appeared like everyday we were rushing to get through material. Unfortunately, some math teachers teach with a tunnel vision where the only focus is the state exam. When this happens, motivation is no longer considered for the students. Reading in math is so crucial to student success.
    I liked how you were also able to make the connection to the Reading Apprenticeship Model. The social dimension was definitely tapped in to in the case of Mr. Howard. His students were comfortable expressing what was on their mind. This is an amazing thing to achieve because many struggling math students either give up or keep quiet. Nevertheless, it is important to have a friendly environment where critical thinking occurs. I also liked the strategy of Sketch the Text. Students would love to draw/sketch in class. It really sparks their interest. Ultimately, comprehending what is read in math is vital. Without comprehension, there cannot be knowledge growth.

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  2. Cathy, it is so unfortunate that you had the same experience in middle school as I did. It is extremely upsetting to see that many people had the same experience and I continue to see this occurring in my CPD. I can only hope that new teacher candidates such as ourselves can realize we can not only teach to the test but teach for deeper understanding and high test scores will follow.

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  3. There is hope because the evidence suggests that when you teach for understanding, you get results. It's a hard thing for people to take that leap of faith in their approach. I have faith you, too, will do it! One thing I like in your post is your way of thinking that math has to be about more than a bunch of procedures and that your teachers, at the time, did not give you a problem and let you figure out the approach. That's really bringing an inquiry approach to math and it is excellent to think about how to achieve that.

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