The curve given by $$x=\sin(t), \qquad y=\sin(t+\sin(t))$$ has two tangent lines at the point $(x,y)=(0,0).$ List both of them in order of increasing slope. Your answers should be in the form of $y=f(x)$ without $t's$.

Line with smaller slope: $y(x)$ =

Line with larger slope: $y(x)$ =