A lot of people complain that they don’t like math and that it is so much different from all the other core subjects we learn in school. Even some of my pre-service teacher colleagues believe that it’s hard to apply a lot of the concepts about reading and writing strategies to math because of its different nature than say English or History. Math is being identified as its own little world in education, having its own language, but in reality, every subject has its own language, content, and progression.
Math is identified as being different from the other
subjects because it is not subjective. Math is very straightforward and to the
point. There isn’t a lot of room for discussion, debate, opinions, or any
deeper form of literary understanding. We can go through proofs or look at the
history to see where something came from, but you can’t really say “I think
this is what Newton was trying to say when we was creating this equation” or “I
disagree with Pythagoras’ proof” because math is fact and it has been proven.
You also read differently in math. Throughout this semester,
we have been talking about reading and writing strategies to use in the
classroom in each of the different subject. We talk about a lot of different
strategies, but not all seem to fit in place in math. You have to sift through
and figure out what can work and how you can use it. Think about this though. I
read differently in English, History, and Science. Does that make each of them
different? Can I use every strategy I learn about in each of those subjects? I
talk differently and use different words in history than I do in math? Why does
that make math the outsider?
Sure, with math, you may have to adapt some strategies and
may not be able to find themes or emotions in what we read, but that doesn’t mean
those strategies are non-existent. A textbook in math usually has examples and
practice problems and equations rather than paragraph after paragraph of
information. Does that make it a bad thing? I never learned anything from my
history book, reading those long, dry chapters of one-sided stories and
extracting information. But my math book showed me how to work out problems and
build my understanding, building on what I have previously learned. Do you need
to know how to read Nathaniel Hawthorne in order to understand Shakespeare or
to write a thesis? No. It doesn’t build on what you have learned. Neither does
history. You learn American History in one class, Ancient Rome in another, and
European History, and they expect you to remember all of these different dates
and people that you don’t really care about. There is such a wide span of
content to be covered and none of it builds on each other. Where’s the sense in
that?
Just because something isn’t easy to apply to math doesn’t
mean you can’t. I can draw vocabulary trees. I can make a Venn Diagram. I can
find books to read, even if they’re not the type of books you expect. Why does math
have to be different from everything else? Putting it in its own little box
away from all the other contents takes away our ability for interdisciplinary
learning. Don’t be scared of math…embrace it. It’s not going to change, there
are multiple ways to go about it, and turning it away is giving off a bad vibe.
Take some time and think about some of these questions:
Why do you or don’t you like math?
What makes math so different from your content area?
What are some similarities between math and your content
area?
How can you use math in other contents?
How can you use other contents in math?
I don’t want to sound like I am babbling on or bashing
anyone’s content, but think of how much math gets hit on. Why do you think that
is? Is it okay for math to be compared to all other content areas?
P.S. This is not how I expected this post to come out. I just kinda went for it!
Sarah, I feel that those of us that are not good at math feel intimidated by it and so do not see how to implement better strategies for teaching it. I think it stems from not being taught math in a fun and creative manor using narrative but rather as a presentation of dry facts. A good math teacher would be one that could demystify math for those of us not good at it and be able to implement these types of strategies to make people who do not feel strong at math not only learn math but enjoy doing it.
ReplyDeleteI think it is important to what we talked about on our way back to RIC. For example, you explained that math needs to be viewed as more practical for students. There are some students that understand math instantly, and others that can't make the connection to the real world. The best math class that I took taught me how to calculate a mortgage or car loan. All of the topics in this class were things where I saw the direct application to real life. Math is difficult to some people, but seeing "why" will help students to take on the challenge. We thought about ways to use math in the classroom and I think a project where students work together to solve a problem that can be translated into real world results will help students to enjoy math. (ex. our project in Sparks' class to measure a building and calculate the exact position that an original picture was taken - history, art and math!)
ReplyDeleteHere's the link if anyone is interested in the project! http://www.math.smith.edu/~jhenle/Files/camera.pdf
I agree with Jessica, Sarah. You said it yourself, why should I remember facts and dates in history when I don't care about them. It is the same with Math. We don't care about certain things that we learn in school because they have no application to our lives. I mean, we bashed Shakespeare the other day. All we have to do as teachers is develop multiple ways of connecting what we are teaching that day with students lives, and BOOM! we rope them in and they learn something they can take with them into the real world.
ReplyDelete