\(\int {sinx\over sin(x-\alpha)}dx={Ax+B \log \sin (x-\alpha) +C}\)
(a) (sin α, cos α)
(b) (cos α, sin α)
(c) (- sinα, cosα)
(d) (-cosα, sinα)
\(\int {sinx\over sin(x-\alpha)}dx={Ax+B \log \sin (x-\alpha) +C}\)
(a) (sin α, cos α)
(b) (cos α, sin α)
(c) (- sinα, cosα)
(d) (-cosα, sinα)
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