1.) Is y = cosx/x an even, odd, or neither

2.) Is y=sinx/x and even, odd, or neither

Question

Ellis Copeland

Mathematics

11 June, 01:37

1.) Is y = cosx/x an even, odd, or neither

2.) Is y=sinx/x and even, odd, or neither

+2

Answers (1)

Know the Answer?

Carly Roberson · Answer 1

Step-by-step explanation:

1) y = (cos x) / x is neither, since cos x is even and x is odd. Expressions such as this are neither even nor odd. /

2) y = (sin x) / x is even, since sin x and x would either both be positive at the same time or negative at the same time. Recall that (-) / (-) is positive, just as (+) / (+) is positive.

1.) Is y = cosx/x an even, odd, or neither2.) Is y=sinx/x and even, odd, or neither

1.) Is y = cosx/x an even, odd, or neither

2.) Is y=sinx/x and even, odd, or neither