I just found a blog that I haven't read yet through a Pinterest link. The title of the post was Marshmallow Minute. John Berray uses examples of a Lite Brite and an Etch-a-Sketch to differentiate between discrete and continuous.
Even though I'm not currently teaching Algebra, I could use it to clear up misconceptions in my Pre-Calc class. Here is the poster I made from his inspiration.
Showing posts with label functions. Show all posts
Showing posts with label functions. Show all posts
Friday, June 28, 2013
Thursday, June 14, 2012
Student Function Machine
As I was reviewing books and planning for the new class I'll be teaching next year, Math for College Readiness, I came up with an idea for a Student Function Machine.
Up to 10 students will be acting out the function at a time. I used 2" x 3" blank colored flashcards to create each of the 5 sets. In each set, there is a multiplication (or division) step, an addition (or subtraction) step, 4 inputs (with values for x) and 4 output cards (with no values).
One of the function machine students will have a multiplication (or division) job, while the other will have an add (or subtract) job. Input #1 will whisper their input to the mult/div student, who computes that operation and whispers the answer to the add/subtr student. That student will perform his/her operation and whisper the answer to output #1 student. Input #1 and output #1 will write their coordinate on the SMART Board and plot on a coordinate plane.
Aside from the obvious, this allows for many extensions: slope, linear equations, inverse operations, etc.
Up to 10 students will be acting out the function at a time. I used 2" x 3" blank colored flashcards to create each of the 5 sets. In each set, there is a multiplication (or division) step, an addition (or subtraction) step, 4 inputs (with values for x) and 4 output cards (with no values).
One of the function machine students will have a multiplication (or division) job, while the other will have an add (or subtract) job. Input #1 will whisper their input to the mult/div student, who computes that operation and whispers the answer to the add/subtr student. That student will perform his/her operation and whisper the answer to output #1 student. Input #1 and output #1 will write their coordinate on the SMART Board and plot on a coordinate plane.
Aside from the obvious, this allows for many extensions: slope, linear equations, inverse operations, etc.
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