Obtain the solution that satisfies the given conditions of the differential equation, dy/dx = tanxtany , y = pi/4 at x = pi/4
I am looking at this a bit at a time Alan.
$$\\\int{\frac{dy}{tan(y)}}\\\\
=\int{\frac{cos(y)}{sin(y)}}dy\\\\
=ln(sin(y))+k$$
Isn't that correct ?
Same thing Melody:
I might have got to the end result quicker if I'd used your formulation though!
.