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$Solution of (x y^{4} + y) d x - x d y = 0 is$

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detailed solution

Correct option is B

xy4+ydx=xdy dydx=xy4+yxdydx=yx=y41y4dydx−1y31x=1 substitute 1y3=v-1y3=v⇒3y4dydx=dvdxdvdx+3xv=3 IF=e∫3xdx=x3GS. is v IF =∫Q IFdx-x3y3=3∫x3dx⇒-xy3+c=34x4

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Solution of xy4+ydx−xdy=0 is

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$Solution of (x y^{4} + y) d x - x d y = 0 is$