Will mark determine the intervals on which the function is increasing, decreasing, and constant. a cube root graph is shown crossing the y axis at -5. increasing on x < 0; decreasing on x > 0 increasing on x > 0; decreasing on x < 0 increasing on all real numbers decreasing on all real numbers

In the given question, we have a graph given, and on the basis of that graph, we have to find the interval where the graph is increasing, decreasing or constant .

As we see in the graph, that the graph goes up and up only, no where it goes down or it is constant.

So the graph is increasing on all real numbers and decreasing nowhere.

answer: d. $20

step-by-step explanation:

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