Question

1. select all functions that have a relative minimum shown in the figure.

a. f(x) d. f(x)
b. g(x) e. k(x)
f. h(x)

1. compare the number of relative extrema of the

Explanation:

Step1: Recall relative - minimum definition

A relative minimum is a point where the function changes from decreasing to increasing.

Step2: Analyze each function from the graph

Examine the behavior of \(f(x)\), \(g(x)\), \(h(x)\), \(k(x)\) at the points where they might have relative minima. Look for valleys in the graph of each function.

Answer:

We need to see the actual graph to determine which functions have a relative minimum. Without the ability to visually analyze the graph, we cannot select the correct options. If you can describe the graph in more detail (e.g., the shape of each function, where it changes direction), we can solve this problem.