Question

points a and b b and c c and d d and e behavior of the function increasing constant decreasing increasing constant decreasing increasing constant decreasing

Explanation:

Step1: Analyze the behavior of the function between points A and B

Looking at the graph, as we move from point A to point B, the \( y - \) value of the function is getting smaller. So the function is decreasing between A and B.

Step2: Analyze the behavior of the function between points B and C

As we move from point B to point C, the \( y - \) value of the function remains the same. So the function is constant between B and C.

Step3: Analyze the behavior of the function between points C and D

As we move from point C to point D, the \( y - \) value of the function is getting smaller. So the function is decreasing between C and D.

Step4: Analyze the behavior of the function between points D and E

As we move from point D to point E, the \( y - \) value of the function is getting smaller. So the function is decreasing between D and E.

Answer:

B and C: constant, C and D: decreasing, D and E: decreasing