Practicing Success
Solution of $\cos x\frac{dy}{dx}+y\sin x = 1$ is: |
y sec x tan x = c y sec x = tan x + c y tan x = sec x + c y tan x = sec x tan x + c |
y sec x = tan x + c |
$\frac{dy}{dx}+y\tan x=\sec x;I.F.=e^{\int\tan xdx}=e^{\log \sec x}=\sec x$ $y\sec x=\int\sec^2 xdx$ ⇒ y sec x = tan x + c |