The table below shows three unique functions. Which statements comparing the functions are true? Check all that apply. f(x) and h(x) have x-intercepts. f(x), g(x), and h(x) have y-intercepts. The domain of g(x) includes more values than the domains of f(x) and h(x). The range of g(x) includes more values than the ranges of f(x) and h(x). g(x) has the greatest maximum. h(x) has the lowest minimum.

Functions are relations that have domain (x-values) and range (y-value), whereby, each domain value (x-value) is related to exactly one range value (y-value).

What is the X-intercept of a Function?

The x-intercept of a function is the x-value when the y-value equals 0.

We are given the following functions as shown in the table attached below. Thus, we have the following statements that are true about the functions when compared to each other:

f(x) and h(x) has an x-intercepts of 0. Therefore, only f(x) and h(x) has x-intercepts.

The minimum of h(x) is -28.

The minimum of f(x) is -14.

The minimum of g(x) is 1/49.

Therefore, the minimum of h(x) is less than the other minimums.

The maximum of h(x) is 0.

The maximum of f(x) is 14.

The maximum of g(x) is 49.

Therefore, the maximum of g(x) is greater than the other maximums.

The true statements are:

B. Only f(x) and h(x) has x-intercepts.

C. The minimum of h(x) is less than the other minimums.

E. The maximum of g(x) is greater than the other maximums.

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