" 8."(1+x^(2))dy+2xydx=cot xdx

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Find the general solution of the differential equations: quad (1+x^(2))dy+2xydx=cot xdx(x!=0)

Solve the following differential equation: (1+x^(2))dy+2xydx=cot xdx;x!=0

( 1+x ^(2)) dy + 2xy dx =cot x

Solve : (1+x^2)dy-2xydx=cotxdx .

For each of the differential equations given in (1+x^(2))dy+2xydx=tanxdx(xne0)

The general solution of the differential equation x^(2)dy-2xydx=x^(4)cos x dx is

Solution of the equation (1-x^(2))dy+xydx=xy^(2)dx is

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