Reach for the Summit - M-S2-A1

Geometry Level 2

Compare $\cos(\sin x)$ and $\sin(\cos x)$ for $x \in [0,\pi]$ .

\cos(\sin x)=\sin(\cos x)

\cos(\sin x)>\sin(\cos x)

\textup{It depends on x.}

\cos(\sin x)<\sin(\cos x)