Monday, September 17, 2007

Response to video

What implications does this have for me as a teacher?

This video has many points that are very important to consider when I become a teacher. One is that 'education runs deep', this is true and will affect how I will teach. Sometimes we forget how much we, as teachers, will impact our students lives. Fifty years down the road most of us will still remember how we felt in a specific classroom and how a teacher made us feel, whether it be embrassment because we could not rhyme off the multiplication table or empowerment for being able to complete a difficult math problem. Early experiences will effect us for the rest of our lives. Another point in the video is that children are not afraid to take chances and be wrong, it's only until we are taught to fear it because of humiliation or embrassment. This has implications for teaching math because its not important if we just have the final answer right or wrong. The important part is the understanding and knowing of the process that gets you there. One thing I will not do when I teach math is to give tests and mark the question wrong if the rest of the answer or the process to the final answer is right. Children need to be encouraged to take risks and even if the final result is incorrect, the important part is that we have learned something valuable during the process. Another point from the video that has implications to my teaching is that schools were created to meet the needs of industrialism. From the beginning math and literacy are at the top and the humanities and art are at the bottom. The world is changing and university degrees are becoming less valued ('academic inflation'), therefore why should we give children the impression that math and literacy are the most important when in reality, in the future and even now we will need creativity to sustain a tomorrow for us all? I believe that math can be creative, why not take risks and think outside the 'book'? It is only when you take a risk and be creative that you may learn something new. The last point for the video that is important is the idea of many intelligences. This has major implications for math because there are too many times that instructors teach directly from a book (which as you go up in grade tend to loose more color and pictures), many children may need manipulatives to help solve math problems, some may need to draw pictures or sing a song to understand math, just because these children cannot sit quietly at a desk doesn't mean they are less competent for learning math. We should all realize learning occurs many different ways but who is to say one way is superior than the other.

Math Autobiography

What did mathematics in your classroom look like (kindergarten-grade 6)?

>The only thing I can even remember about math in the primary grades is the text/work book we had.....a soft coverd book which you could tear out the pages. It was full of color and lots of pictures to help you add, subtract, etc. which I loved. I am a very visual learner and having pictures to help guide my thinking really helped in learning math. I cannot remember having numbers and math problems around the classroom, usually the only time you would see math was when you opened you text book.

What is your best and/or worst memory surrounding mathematics in primary and elementary?

>The best memory I have of math was in grade three when the teacher would give us practice problems and I could slove them fairly easy; since I was not a great reader or speller it made me feel good to know I was caplable for completing a math problem. Sometimes I even got the chance to help out my peers who were having difficulty.
The worst memory was (I think in grade 5 or 6) when we were excepted to know our times table really good and heaven forbid if we had to use a calculator to make a computation. I remember knowing how to complete the assigned work but had difficulty calculating the numbers in my head so I would hide a small calculator in my desk and whenever the teacher wasn't watching I would use it to help solve the problems. Those math classes were a very anxious time because I knew if I got caught using a calculator it would be seen as cheating and you would be humiliated in front of the class.

How has this affected your views about mathematics now as an adult?

>I never really thought much about that experience until Mary said in class that some well known mathematicians can't do computations off the top of their head. That made me feel better because up until this point I thought that I wasn't as competent because I couldn't rime off every multiplication.

Were you good or not good at math? How did you know this?

>I thought I was pretty good at math because it seemed to come pretty natural for me and I always got good grades on tests.

What was the role of the teacher in your math classes?How do you think they felt about mathematics?

>I can't really remember much about math in the elementary grades only that the teacher would assign us work from our text book then s/he would circulate around the classroom to see if we were working or had any problems. The best teacher I had for math was in grade 12, she did a lot of math courses in university and truly enjoyed math. She would teach us math through examples on the board and if anyone didn't understand it she would do it another way in hope they would be able to learn it, if not she was always available to help and encouraged her students to work hard and keep trying. I believe this teacher was one of the only teachers I had that truly loved math and loved to teach it.

What did assessment look like?

>Most of the assessment for math throughout my schooling was done through assignments and tests.

Tell briefly about math in high school.

>Math in high school was really bad until grade 12, up until that point the "main" teacher who was hired to teach the class was never there. This was his last year of teaching and he must of had all of his sick days saved up and used them during his last year. Everyday we would have a new subsitute and to make things worst we were beginning the new math program and it seemed no one knew how to do it, not alone teach it. Math started to really get on my nerves and was more of a head ache then enjoyable (like it use to be).

What math courses did you take in university?

>The math courses that I took in mun were 1090, 1000 and 1051.

Did you take any math electives?

>Not sure I guess 1051 was an elective but I basically did it to try and 'up' my marks.

Do you / did you engage with mathematics in your life in major ways?

>I don't really know....

How do you feel about mathematics now?

>I love math....I enjoy working on math. I tutor math to my sister-in-law and I really enjoy seeing someone who finds math difficult succeed in math....it is very rewarding to know you have helped someone understand math.

Welcome

Hi, My name is Elaine Pretty. This is my fourth year here at mun, I have always wanted to be a teacher and can't wait to get into the classroom and teach. I have always enjoyed math and seemed to do well in it. I hope this course gives me the information and tools I need to motivate my students to do well in math, enjoy it, and to realize math is a part of everyday life....not just something the teacher gets you to do to fill in time.