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Find the location and value of all relative extrema for the function
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# Question : Find the location and value of all relative extrema for the function : 2151700

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.

Find the location and value of all relative extrema for the function.

1)

A) Relative minimum of -3 at -1 ; Relative maximum of -1 at 2 ; Relative minimum of 2 at 1.

B) Relative minimum of 0 at -2 ; Relative maximum of -1 at 2 ; Relative minimum of 2 at 1.

C) Relative minimum of -1 at -3 ; Relative maximum of 2 at -1 ; Relative minimum of 1 at 2.

D) Relative minimum of -1 at -3 ; Relative maximum of 2 at -1 ; Relative minimum of 0 at 2.

2)

A) Relative maximum of 0 at 0 ; Relative maximum of 0 at 6.

B) Relative minimum of -2 at 3 ; Relative maximum of 0 at 6.

C) Relative minimum of -2 at 3.

D) Relative maximum of 0 at 0 ; Relative minimum of 3 at -2; Relative minimum of 0 at 6.

3)

A) Relative minimum of 0 at 2.

B) Relative maximum of 3 at -2 ; Relative minimum of 0 at 2.

C) None

D) Relative maximum of 3 at -2.

4)

A) Relative minimum of 1 at 0.

B) Relative minimum of 2 at 1.

C) None

D) Relative maximum of 0 at 1.

5)

A) None

B) Relative maximum of 2 at 1.

C) Relative minimum of -1 at -2.

D) Relative minimum of 1 at 2 ; Relative maximum of -1 at -2.

6)

A) Relative minimum of 3 at 3 ; Relative maximum of -3 at -3.

B) None

C) Relative minimum of -1 at -3.

D) Relative minimum of 3 at 3 ; Relative minimum of 0 at 0 ; Relative maximum of -3 at -3.

7)

A) Relative maximum of 5 at -2 ; Relative minimum of 0 at 0 ; Relative maximum of 1 at 2.

B) Relative maximum of 5 at -2 ; Relative maximum of 1 at 2.

C) None

D) Relative minimum of 0 at 0.

8)

A) None

B) Relative minimum of 0 at -2.

C) Relative minimum of 0 at -2 ; Relative maximum of 2 at 0.

D) Relative maximum of 2 at 0.

9)

A) Relative minimum of 1 at 1.

B) Relative maximum of -1 at -1.

C) Relative maximum of -1 at -1 ; Relative minimum of 1 at 1.

D) None

10)

A) None

B) Relative minimum of -2 at -3 ; Relative maximum of 2 at 3.

C) Relative minimum of -2 at -3 ; Relative minimum of 0 at 0 ; Relative maximum of 2 at 3.

D) Relative minimum of 0 at 0.

Suppose that the function with the given graph is not f(x), but f'(x). Find the locations of all extrema, and tell whether each extremum is a relative maximum or minimum.

11)

A) Relative minimum at -2; relative maximum at 2

B) Relative minimum at -4

C) Relative maxima at -2 and 2

D) Relative maximum at -2; relative minimum at 2

12)

A) Relative maximum at 2

B) Relative maxima at 1 and 3

C) Relative maximum at 1; relative minimum at 3

D) Relative minimum at 1; relative maximum at 3

13)

A) Relative maxima at -3 and 3

B) No relative extrema

C) Relative minimum at 0

D) Relative maximum at 0

14)

A) No relative extrema

B) Relative maximum at 1; relative minimum at -1

C) Relative maximum at 3; relative minimum at -3

D) Relative minimum at 0

15)

A) Relative minimum at 0

B) No relative extrema

C) Relative maximum at 0

D) Relative maximum at -3; relative minimum at 3

16)

A) Relative maximum at 0; relative minimum at -2

B) Relative maxima at -3 and 1; relative minimum at -1

C) No relative extrema

D) Relative minima at -3 and 1; relative maximum at -1

17)

A) Relative minima at -1 and 2

B) Relative maximum at 2

C) Relative minimum at 2

D) Relative minimum at 2

18)

A) No relative extrema

B) Relative minima at -3 and 3

C) Relative maxima at 0

D) Relative maxima at -3 and 3

## Solution 5 (1 Ratings )

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Calculus 4 Months Ago 38 Views