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Can someone check my answer with this? Max and Min values!
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Q 1: Sketch the graph of a function that has a local maximum at 9 and is differentiable at 9.
Q 2:Sketch the graph of a function that has a local maximum at 9 and is not differentiable at 9.
Q1 is wrong
Q2 is wrong
In both having a maximum at 9, means at x=9. The maximum y can be anything
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Absolute maximum means x = 9, so absolute min means y = something?
Let say \[f(x)=-x^2 + 5 \] f has an absolute maximum at x=0 and this maximum is f(0)=5
on the above example the function has a local maximum at x=1. This local maximum is 9, meaning the value of the function at x=1 is 9
Ohh. It kind of makes sense. So does minimum mean the same?
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