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sketch f(2) = 4 f ' (2) does not exist and f(-1) is an absolute maximum
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there must be more info to this...
actually, this question is incomprehensible on a number of levels please be sure to type your questions clearly
sketch the graph of a function f with the following properties
Hint: Since f(2) exists and f'(2) doesn't exist draw your graph so that there is a sharp turn at x=2 Recall the graph of y=|x| is continuous at x=0 and not differentiable at x=0 because of the sharp turn at x=0
let me know if you need any clues about what happens at x=-1
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If you want you can draw a graph that has the properties you mention and I will check it
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