find the nth differential co efficient of xsinx
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Let y=xsinx
Taking log on both the sides logy=sinxlogx
Differentiating both the sides w.r.t. x, dxdlogy=dxd(sinxlogx)
⇒y1dxdy=sinx.x1+logx.cosx
⇒dxdy=y(xsinx+xlogx.cosx)
⇒dxdy=xsinx(
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