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cloveb cloveb
wrote...
Valued Member
Posts: 782
7 years ago
Engineering Optimization Problem:

a)   List stationary point(s) and their classification (maximum, minimum, saddle point) of:
                                               f(x) = (2x +1)2 (x-4)
b)   For all x ≤1, the function is convex or concave?
c)   For all x ≥1, define the nature (global or local) of the extremum point(s) obtained in part a above?
d)   Indicate whether there is any global maximum or minimum in the range of -∞≤x≤+∞?
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kristen.ukristen.u
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Posts: 1
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7 years ago
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