Question

Determine whether each function is even, odd, or neither.
a) y= x is cubed sinx
b)y=x+ sin(squared)x

Answer 1

\[y=x^3\sin (x)\]
is the product of two odd functions
is an even function

Answer 2

\[y=x+\sin^2x\]
is the sum of an odd functions and an even function
is an odd function