The differentiable functions xxx and yyy are related by the following equation: \sin(y)=-xsin(y)=−5x sin, (, x, ), equals, minus, 5, x also, \dfrac{dy}{dt}=10 dt dy =10start fraction, d, y, divided by, d, t, end fraction, equals, 10. find \dfrac{dx}{dt} dt dx start fraction, d, x, divided by, d, t, end fraction when y=-\piy=−πy, equals, minus, pi.