What is the degree of the following differential equation? 5x (dxdy)2−dx2d2 y− 6y=logx
Verify that the given functions (explicit or implicit) is a solution of the corresponding differential equation:y=ex+1:yprimeprime−yprime=0
Find a particular solution of the differential equation(x−y)(dx+dy)=dxdy, given that y=1, when x=0. (Hint: put x−y=t).
The general solution of the differential equation exdy+(yex+2x)dx=0is(A) xey+x2=C (B) xey+y2=C (C) yex+x2=C (D) yey+x2=C
Find a particular solution of the differential equation dydx+ycotx=1(x=0)4xcosecx(x=0), given that y=0when x=2π
The differential equations , find the particular solution satisfying the given condition:dxdy−xy+cosec(xy)=0;y=0when x = 1