MathematicsMedium64×since 2004Q4042If ∫sinxsin(x−α)dx=Ax+Blogsin(x−α),+C,\int {{{\sin x} \over {\sin \left( {x - \alpha } \right)}}dx = Ax + B\log \sin \left( {x - \alpha } \right), + C,}∫sin(x−α)sinxdx=Ax+Blogsin(x−α),+C, then value of (A,B)(A, B)(A,B) isA(−cosα,sinα)\left( { - \cos \alpha ,\sin \alpha } \right)(−cosα,sinα)B(cosα,sinα)\left( { \cos \alpha ,\sin \alpha } \right)(cosα,sinα)C(−sinα,cosα)\left( { - \sin \alpha ,\cos \alpha } \right)(−sinα,cosα)D(sinα,cosα)\left( { \sin \alpha ,\cos \alpha } \right)(sinα,cosα)Check answerSkip