Question

the graph to the right is a complete graph, that is, it is continuous and displays the function’s end behavior. all zeros are integers. answer the following questions. (a) list the zeros whose multiplicity is even. select the correct choice below and fill in any answer boxes within your choice. a. (type an integers or a simplified fractions. use a comma to separate answers as needed.) b. there are no such zeros.

Explanation:

Step1: Analyze Zero Multiplicity

A zero with even multiplicity means the graph touches the x - axis (doesn't cross) at that zero. From the given graph, we observe the behavior at the x - intercept. The graph crosses the x - axis (or we check the behavior: if it touched, the multiplicity would be even; if it crossed, odd). Looking at the graph's interaction with the x - axis, there is no zero where the graph touches (indicating even multiplicity) as the graph seems to cross or not have a zero with the property of even multiplicity (or maybe no zeros with even multiplicity).

Step2: Determine the Correct Option

Since there are no zeros with even multiplicity (from the graph's behavior: either crossing (odd multiplicity) or no such zero with touch - and - turn (even multiplicity) behavior), the correct option is B.

Answer:

B. There are no such zeros.