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help?derivatives? shape of? concave up-concave down?

0 votes

asked May 6, 2015 in CALCULUS by anonymous

2 Answers

0 votes

(8)

Step 1:

Concavity test :

If for all x in the interval, then the graph of f  is concave upward on the interval.

If for all x in the interval, then the graph of f  is concave downward on the interval.

Observe the graph image.

over the intervals image  and image, therefore the function image is concave upward on the intervals image and image.

over the intervals image  and image, therefore the function image is concave downward on the intervals image and image.

Solution :

The function image is concave upward over the intervals image and image.

The function image is concave downward over the intervals image and image.

answered May 6, 2015 by joseph Apprentice
0 votes

(9)

Step 1:

Concavity test :

If for all x in the interval, then the graph of f  is concave upward on the interval.

If for all x in the interval, then the graph of f  is concave downward on the interval.

Observe the graph image.

over the intervals image  and image, therefore the function image is concave upward on the intervals image and image.

over the interval image, therefore the function image is concave downward on the interval image.

Solution :

The function image is concave upward over the intervals image and image.

The function image is concave downward over the interval image.

answered May 6, 2015 by joseph Apprentice

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