Question: a) Define a function f(x)=sin(1/x). Plot graphs of f zooming in around 1/Pi, 1/10Pi, 1/200Pi. You should be able to zoom in close enough so
a) Define a function f(x)=sin(1/x). Plot graphs of f zooming in around 1/Pi, 1/10Pi, 1/200Pi. You should be able to zoom in close enough so that the function look nice and smooth. b) Pick two numbers that are VERY close to 0 and plot f in a VERY small neighborhood. You should be able to zoom in close enough so that the function looks nice and smooth. c) Try plotting graphs of f zooming in around 0. State three y-values that occur in your graph no matter how much you zoom in around 0. What does this say about the limit of f at 0?
I have to do this on maple software. Thank you
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