Question

what is the integration of dy/dx=sec^2y

Answer 1

So, is iy

\[\int\limits_{}^{}\sec^2ydy\]

Answer 2

it*

Answer 3

it is not like this

Answer 4

x=1/2y+1/4sin2y

Answer 5

rahman hope you are ok with the answer

Answer 6

yep, agreed @Gyimah

can't see us getting that into a form that says \(y(x) = f(x)\) !!

so you can go \(x' = \cos^2 y \implies \int dx = \int \dfrac{\cos 2y + 1}{2} \; dy\) which will give a form that says \(x(y) = f(y)\)

but don't forget the integration constant :-)

Answer 7

thanks