If sinx dydx + y cosx = x sinx, then
(y – 1) sinx =
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Answer:
dydx+(sinx⋅y)=xsinx
⇒ysinx=∫xsinxdx=−xcosx+sinx+c
⇒(y−1)sinx=c−xcosx
Explanation:
If my answer is right
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