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Absolute Extrema. Find the absolute maximum and absolute minimum points (x, y) of the function y = 2x3 - 24x + 72x+9 on the

Absolute Extrema. Find the absolute maximum and absolute minimum points (x, y) of the function y = 2x3 - 24x + 72x+9 on the interval [3,7]. Note: Enter your solution as a point (x,y). 1 2 Absolute Maximum: 3 4 Absolute Minimum: Derivatives. Find the derivative of the following functions. Note: It is not necessary to simplify. (a) h(x) = In(4x-18x+3) h'(x) = (b) g(t) = t2e(3t2 - 6t) g'(t) =

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