The fact that sin (150°) =.5 and sin (-150°) = -.5 implies that the sine function is which type of function?

A) odd

B) even

C) neither

D) cannot be determined

Question

Kaylin Ryan

Mathematics

30 April, 22:33

The fact that sin (150°) =.5 and sin (-150°) = -.5 implies that the sine function is which type of function?

A) odd

B) even

C) neither

D) cannot be determined

+5

Answers (1)

Know the Answer?

Ayaan Rosales · Answer 1

Answer: A) Odd

In general, sin (-x) = - sin (x) for all values of x, so it's an odd function. I don't mean it's a strange function. I mean "odd" in the sense that it's not even (eg: the number 7 is an odd number).

The fact that sin (150°) =.5 and sin (-150°) = -.5 implies that the sine function is which type of function?A) oddB) evenC) neitherD) cannot be determined

The fact that sin (150°) =.5 and sin (-150°) = -.5 implies that the sine function is which type of function?

A) odd

B) even

C) neither

D) cannot be determined