Math Methods Blog Roll

  • When I first started this semester, I was able to observe the students in my placement work on several basic skills (such addition, subtraction, and mult...
    15 years ago
  • *How do children develop their own strategies?* I have come to believe that children develop their own strategies. Sometimes, it happens as a result of conf...
    15 years ago
  • Upon working with a student in my math group this past week, I discovered a very interesting strategy of solving computation problems that I have not yet s...
    15 years ago
  • *Intro* As was stated in the Van de Wall text, students do not spontaneously invent wonderful computational methods while the teacher sits back and w...
    15 years ago
  • Invented math strategies are a particular area of interest to me. Although I don’t particularly like the term “invented” (I lean towards “personal”), I do ...
    15 years ago
  • Looking back at my problem solving interview many things become clear. First and foremost, my student used many different methods to solve all the problems...
    15 years ago
  • In the problem-solving interview, my student N used a mix of counting strategies and direct modeling strategies to solve the problems. I particularly remem...
    15 years ago
  • In my problem solving interview at Houston Elementary, my student used direct modeling and traditional algorithms for most of the problems I asked her, but...
    15 years ago
  • DISCLAIMER: This is my second time to try this, because my computer decided to lock up before I could write the last few steps of my second strategy. So, ...
    15 years ago
  • Blog 4 invented strategies I have not been able to really think of beside some mental computation going on in my student teaching. I have seen one student ...
    15 years ago
  • Many of my students' go-to strategies are on the lower level of different types of problem solving. This is not to say that my students' strategies are le...
    15 years ago
  • My student at Houston Elementary used several strategies when attempting to solve math problems. She set up the problems originally using the...
    15 years ago
  • The student I interviewed at Houston Elementary had a very interesting way of solving a division problem that I read to her. The problem asked if there wer...
    15 years ago
  • My student at Houston Elementary tended to use a direct model approach to almost all of the problems. This really worked for her in solving problems, howe...
    15 years ago
  • In observing students engaged in mathematical thinking, both during the math interview and during the math lessons I teach at my school, I have been able...
    15 years ago
  • Throughout our problem solving interview, we were to let the students solve the problems the way they wanted to. For someone like me, who ...
    15 years ago
  • Problem being examined: Join Change Unknown: *student name finds 12 rocks on the playground. Everyone comes and wants to play with his rocks. How many more...
    15 years ago

Thursday, September 9, 2010

Math Identity Blog - Entry 2

Mathematics Identity Blog Entry 2 – Stepping into Teaching

Please post to your blog by 9AM. Thursday 9/16/10

Your blog is your voice as a teacher. It should show your journey as you create your own mathematics teacher identity, and will be something you can always pull from later on in your career so you can see what you were learning and reflecting on as you were just beginning to think about teaching.
Try to make your entries as visual as possible. This means taking photographs of your classroom and the things you observe, and then writing about why you posted that photograph and what it represents.
And remember, because of FERPA regulations, please do NOT take photographs that identify students or student work. That means don’t take pictures of their faces, or anything that has their name written prominently. And of course, make sure your CT and your students are completely okay with you taking pictures first.
Please take photographs liberally to answer these. You do not have to answer the questions exactly, but use them to guide the photos you take and then to write about what’s going on in the photographs and why you thought to present it on your blog.



1. Take pictures of your school, your classroom, and some of the things that you notice. What is your initial impression of the school? What’s on the walls? What’s going on in the hallways? What’s the culture like? 

2. What’s going on in the classroom during math? What is the teacher doing? What are the students doing? What topics are being covered? How are the students engaged? What are you doing?

3. What do you know about your teacher’s beliefs regarding mathematics learning? Do you agree with them? How do you know? What are artifacts that help you understand what your teacher believes? What do you disagree on? How if your own mathematics identity emerging?

4. What are you wondering about in terms of your own mathematical teacher identity? What are you worried about in your teaching? What would you like your peers (or whoever else reads your blog) to notice? What do you think you need advice/help on?

Wednesday, September 1, 2010

Responses to the readings - Week 2

Please post your responses to this week's readings on your blog. Please use your books and the articles as references. Use the terminology and the ideas from the readings in your answers. Point to specific examples in the reading by providing page numbers.

1. How does taking a problem-solving approach to teaching math differ from first teaching children the skills they need to solve problems and then showing children how to use those skills to solve problems?

2. How do you think your experiences, feelings, and beliefs about math will impact the kind of teacher of math that you will be or the kind of teacher of math that you want to be?

3. Not everyone believes in the constructivist-oriented approach to teaching mathematics. Some of their reasons include the following: There is not enough time to let kids discover everything. Basic facts and ideas are better taught through quality explanations. Students should not have to "reinvent the wheel." How would you respond to these arguments?

4. We sometimes want to jump in and help strugglng students by saying things like, "It's easy! Let me help you!" Is this good idea? What is a better way of helping a student who is having difficulty solving a problem?

5. Reflecting on how tasks were defined in the Van de Walle chapters, how did the tasks presented in the Behrand article to Learning-Disabled students help in their mathematical development? Please give specific examples.

Tuesday, August 31, 2010

Blog Roll looking good

So, as students are putting together their first entries, their Math Stories, this blog roll on the right is looking pretty nice! Check out all the great math stories by clicking and reading!

Monday, August 23, 2010

Welcome

Hello. How's it going?
My name is Teddy Chao. I'm a mathematics educator.

Welcome to my new blog all about mathematics teaching. I'm going to call it Teaching Is It Yo.

I started my teaching career at I.S. 318 in Brooklyn, New York. I taught 7th and 8th-grade math, as well as ran after-school digital filmmaking and web design classes. That was back in 2003, and I had my middle school students using Xanga to write about their lives.

Through this blog, I hope to share and explore my own ideas about what it means to be a math teacher. I also hope to get deep into my own teacher and teacher educator identity. What does it mean to me personally to work with math teachers? Why do I do it? Why is it important? And why math?

This blog also serves as a sort-of "hub" for my students in the Elementary Mathematics Methods course at The University of Texas at Austin. We will be working on a project together to explore our own mathematics identities. I have to laugh at the fact that I'm essentially doing the same project with undergraduate students that I did with my middle school students 8 years ago.

Stay tuned.

Teddy