Find the absolute maximum and minimum values of the following function on the interval [1,3]

Do i make a table of values or what do i do?

Thanks to everyone who helps

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- November 11th 2008, 01:41 PM #1

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- November 11th 2008, 02:53 PM #2

- November 11th 2008, 02:58 PM #3
The absolute maximum and minimum will either be where the derivative is 0, or on the endpoints.

The endpoints are

and

The derivative is

(use the Quotient rule).

Set this equal to 0 and solve for x.

or

or .

Substitute these values back into f(x) to determine their corresponding y-values.

, .

So the absolute maximum is 15 which occurs at x = 3, and the absolute minumum is -12 and occurs at x = .

- November 11th 2008, 03:02 PM #4

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- November 11th 2008, 03:06 PM #5

- November 11th 2008, 03:11 PM #6