the graph of a function is shown below. on which interval is the function decreasing and linear? answer…

Explanation:

Step1: Understand decreasing - linear

A linear function has a constant slope. A decreasing function has a negative - slope.

Step2: Analyze the graph

Examine each part of the graph. Look for a straight - line segment with a negative slope.

Step3: Identify the interval

By observing the graph, we can see that the function is decreasing and linear between (x=-3) and (x = 0).

Answer:

The function is decreasing and linear between (x=-3) and (x = 0) (assuming the correct interval is identified from the full - view of the graph as the provided answer option seems incomplete). If we had to choose from the given option "between (x=-9) and (x=-6)", we would check the graph in that region. If in that region the graph is a straight - line with a negative slope, then that would be the answer. But based on a general understanding of how to find decreasing and linear intervals from a graph, we look for straight - line segments with negative slopes.