For which intervals is the function decreasing?
Select each correct answer
A (0,1)
B (1,2)
C (2, pi)
D (-pi, 0)

For which intervals is the function decreasing Select each correct answer A 01 B 12 C 2 pi D pi 0 class=

Respuesta :

Answer:

The function is decreasing in the following intervals

A. (0, 1)

C. (2, pi)

Step-by-step explanation:

To answer this question, imagine that you draw lines of slope m parallel to the function shown at each point.

-If the slope of this line parallel to the function is negative for those points then the function is decreasing.

-If the slope of this line parallel to the function is positive for those points then the function is increasing.

Observe in the lines drawn in the attached image. You can see that they have slope less than zero in the following interval:

(0, 1) U (2, pi)

Therefore the correct option is:

A. (0, 1)

C. (2, pi)

Ver imagen carlosego

The function is decreasing at these points and the intervals they represent on the cartesian coordinate

A. (0, 1)

C. (2, pi)

For which intervals is the function decreasing?

Generally, The conditions used to determine a decreasing function point is, when we see that the slope of this line parallel to the function is negative for those points.

In conclusion for  these  intervals, the function decreasing

A. (0, 1)

C. (2, pi)

Read more about  Cartesian

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