Solution of DE#!#Type3 & 4

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The solution of the DE x dy + y dx = 0 is

Solution of the DE : x(logx).(dy)/(dx)+y=2(logx) is

The general solution of the DE ( y - x ) dy + (x + y ) dx = 0 is

The solution of the DE x (dy)/(dx) = cot y is

Solution of DE (dy)/(dx)=(2x+5y)/(2y-5x+3) is if y(0)=0

The general solution of the DE (1+ x ^(2)) dy - xy dx = 0 is

c+4yx=0 is a solution of the D.E.

y=A sin 4x+B cos 4x is a solution of the D.E.

y=log x is a solution of the D.E.

y sec x = tanx+c is a solution of the D.E.