Here is a little worksheet I made for students to explore common algebra misconceptions. I'm planning to use it as part of a small-group activity, as a way to elicit discussion about algebra concepts.
https://drive.google.com/file/d/0ByVkChxwrC4DSUl3OGV3Q210S0U/view?usp=sharing
Can you see why someone might think (Calvin in the last panel) that
n + n = 28
MacGregor, M., & Stacey, K. (1993). What is x? The Australian Mathematics Teacher, 49(4), 28-30.
and Calvin just forced his way onto the page (apologies to Bill Watterson!).
could you explain why Calvin though n + n = 28?
ReplyDeleteN is the 14th letter of the alphabet so 14 + 14 = 28. This didn't take me for months to solve. I just saw this for the first time and this looks obvious to me.
ReplyDeleteI don't want to assume you are asserting superiority, so I will ask: what is your point in saying, "This didn't take me for months to solve. I just saw this for the first time and this looks obvious to me"?
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