Final answer:
To determine the relative maximum value of a polynomial function in the interval (0,5) by graphing, follow these steps: Plot the function on a graph, identify any local maximum points within the interval, and choose the highest local maximum point as the relative maximum value.
Step-by-step explanation:
To determine the relative maximum value of a polynomial function in the interval (0,5) by graphing, follow these steps:
- Plot the function on a graph.
- Identify any local maximum points within the interval (0,5). These are the highest points on the graph within the interval.
- Choose the highest local maximum point as the relative maximum value.
A local maximum point is a point on the graph where the value of the function is greater than the values of the points immediately to the left and right of it.
In this case, plot the polynomial function on a graph and look for the highest point within the interval (0,5). That point will be the relative maximum value in the interval.