Question

"Which statements comparing the functions are true? (Select three options)

A. Only \(f\) and \(h(c)\) have y-intercepts.
B. Only \(f\) and \(o\) have x-intercepts.
C. The minimum of \(h(o)\) is less than the other minimums.
D. The range of \(h(c)\) has more values than the other ranges."

Answer 1

The true statements comparing the functions are: Only f and h(c) have y-intercepts, the range of h(c) has more values than the other ranges, and the minimum of h(o) is less than the other minimums.

Step-by-step explanation:

Based on the given options, the true statements comparing the functions are:

1. Only f and h(c) have y-intercepts. The y-intercept of a function is the value of the function when x = 0, and only functions f and h(c) have nonzero y-intercepts.
2. The range of h(c) has more values than the other ranges. The range of a function refers to the set of all possible output values, and it is stated that the range of h(c) has more values than the ranges of the other functions.
3. The minimum of h(o) is less than the other minimums. The minimum of a function refers to the lowest point on its graph, and it is stated that the minimum of h(o) is less than the minimums of the other functions.