given that a function, f(x), has a domain of -15 sxs 45 and a range of -65 s f(x) s-5 and that f(5) = -17 and f(-15) = -65, select
each statement that could be true for f(x).
f(50) = -35
f(25) = -10
f(5) = -42
f(45) = -65
f(20) = -10

True options f(25) = -10

                      f(45) = -65

                      f(20) = -10

Step-by-step explanation:

Note that domain of function f(x) is (-15, 45).

Range is (-65 , -5).

In first option f(50) = -35. Here 50 is not in domain thus this point is not on the graph of f(x).

In second f(25) = -10.Value of x and function  both are in domain and range thus acceptable.

In third f(5) = -42. Already given that f(5)=-17 thus it is false.

In fourth f(45) = -65. This is extreme boundary for domain and range also it is true.

In fifth f(20) = -10. This is also true as this point lie on function graph.

what?

step-by-step explanation:

what do you need with. i love quadrants. can you tell me ?

(x, y)→(x − 8, y − 7)

step-by-step explanation:

enjoy!