Find the I.F. of the following differential equations by transforming them into linear form.
`x (dx)/(dy)-y=2x^(2)sec^(2)2x`

Find the I.F. of the following differential equations by transforming them into linear form. (i) x(dy)/(dx) - y = 2x^(2) sec^(2) 2x (ii) y(dx)/(dy) - x = 2y^(2)

Find the I.F. of the following differential equations by transforming them into linear form. y (dy)/(dx)-x=2y^(3)

Find the I.F's of the following differential equations by transforming them into linear form. (i) cos x(dy)/(dx) + y sin x = tan x (ii) (2x-10 y^(3))(dy)/(dx) + y = 0

Transform the following two differen-tial equations into linear form. x log x (dy)/(dx) +y=2 log x

I.F. Of the differential equation dy/dx+2y=e^(2x) is :

Find the solution of the following differential equations: x(x+y)dy=(x^2+y^2)dx

Find the solution of the following differential equations: dy/dx=1/2(y/x+y^2/x^2)

Solve the following differential equation (4) sec^2xtany dx+sec^2 y tan x dy=0

I.F. of the differential equation : dy/dx + 2y = e^(2x) is: