Question: 1) Use Extreme value theorem to find the minimum and maximum values of the Function on the given interval by comparing the values at critical

 1) Use Extreme value theorem to find the minimum and maximum

values of the Function on the given interval by comparing the values

1) Use Extreme value theorem to find the minimum and maximum values of the Function on the given interval by comparing the values at critical points and end points. Get the 3! values also. y2x36x2+8 [13] (Write all steps exactly as shown in class) 2) Find the critical points off(x) = x3 12.}:2 and local and absolute extremes using first derivative test. Get the 1,! values also (Write all steps exactly as shown in class and make tables)

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