Given that a function, g, has a domain of - 20 < x < 5 and a range of - 5 = g (x) < 45 and that g (0) = - 2 and g (-9) = 6, select the statement that could be

true for g

A.

9 (-13) = 20

B.

9 (-4) = - 11

c. 90) = 2

D. 9 (7) = - 1

A. g (-13) = 20

Step-by-step explanation:

For this question we should apply the discard method.

B. g (-4) = -11 can't be true because the range of g is [-5,45); it means that the function won't never take values minor than - 5 or higher or equal to 45.

C. g (0) = 2. This contradict what is said on the problem: g (0) = -2.

D. g (7) = - 1 This can't be true because the domain of g (x) is (-20,5), which means that the function is not defined in values minor (or equal to) than - 20 or higher (or equal to) 5. So, g (7) does not exist.