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relative max/min help plz!
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|dw:1427425746067:dw| question- the figure above shoes the graph of f', the derivative of f. the domain of f is \[-4 \le x \le 4\], derivative of f is an even function and f'(-3) = f'(3) = 0 a. for what value of x in the interval \[-4 \le x \le 4\] does f have a relative max? justify result b for what value of x in the interval \[-4 \le x \le 4\] does f have a relative min? justify result
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