Question

the graphs of the functions g and h are shown below. for each graph, find the absolute maximum and absolute minimum. if no such value exists, click on
one\. assume that the dashed line shown is a vertical asymptote that the graph does not cross. (a) graph of g absolute maximum of g: absolute minimum of g: (b) graph of h absolute maximum of h: absolute minimum of h:

Explanation:

Step1: Identify absolute maximum of g

The highest - y value of the graph of g is the absolute maximum. By observing the graph of g, we find the highest point on the curve.

Step2: Identify absolute minimum of g

The lowest - y value of the graph of g is the absolute minimum. By observing the graph of g, we find the lowest point on the curve.

Step3: Identify absolute maximum of h

The highest - y value of the graph of h is the absolute maximum. By observing the graph of h, we find the highest point on the curve.

Step4: Identify absolute minimum of h

The lowest - y value of the graph of h is the absolute minimum. By observing the graph of h, we find the lowest point on the curve.

Answer:

We need the actual y - values from the graph to give specific answers. Without the numerical values on the y - axis, we can't provide exact numbers for the absolute maximum and minimum of g and h. But the process is to look for the highest and lowest points on each graph respectively.