Solve:sin px cos y = cos px sin y + p. Share with your friends Share 3 Ankita Agarwal answered this Dear Student, Given: sin px cos y=cos px sin y+porsin px cos y-cos px sin y=psin px-y=p sin a-b=sin a cos b-cos a sin b px-y=sin-1py=px-sin-1p , which is Clairaut's form.So , replacing p by c , the required general solution is y=cx-sin-1c , c being an arbitatry constant. Regards -1 View Full Answer
