If given a graph of a function's derivative, f'(x), that is defined only between 0 and c. How could I determine the absolute maximum and minimum values as well as the local and max and min values.
At x=0: the function starts high up on the y axis
At x=a: the function crosses the x axis from positive to negative
At x=b: the function goes from negative to 0, but never becomes positive.
At x=c: the function continues to dip down
Thank you

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