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Mathematics, 27.03.2020 01:51 Weser17
Suppose ff is a continuous function that has critical points at x=-2x = β 2 and at x=1x = 1 such that f'(-2)=0f β² ( β 2 ) = 0 and f'(1)=0f β² ( 1 ) = 0. The second derivative of f (x)f ( x ) is given as LaTeX: f''(x) = x^2-4x+1f β³ ( x ) = x 2 β 4 x + 1. Use the second derivative test and choose the correct statement regarding local extrema at the given critical points.
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Suppose ff is a continuous function that has critical points at x=-2x = β 2 and at x=1x = 1 such tha...
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