Question

Select the correct answer.

If g is an odd function, which pair of points could be found on the graph of g?
A.
(3,-5) and (-3,-5)
B.
(-1,16) and (1,16)
C.
(-2,32) and (2,-32)
D.
(4,28) and (4,-28)

Answer 1

C

Explanation:

An odd function is a function which satisfies f(-x) = -f(x). This means when the opposite input value of x is substituted, then the opposite value of f(x) is given. This means it'll be odd.

A. Inputting the opposite x value gives the same f(x).

(3,-5) and (-3,-5)

B. Inputting the opposite x value gives the same f(x).

(-1,16) and (1,16)

C. Inputting the opposite x value gives the opposite f(x).

(-2,32) and (2,-32)

D. Inputting the same x value gives the same f(x).

(4,28) and (4,-28)