- #1
MrMumbleX
- 12
- 0
Homework Statement
dv/dt = (k+v2)/h
Homework Equations
k is a constant, and v and h are variables where h is independent of v but v is dependent of h (v is a function of h and t).
The Attempt at a Solution
dv/(k+v^2) = dt/h.
The problem I have is with dealing with the right side. I know how to integrate the left side because the left side is arctangent, but I don't know what to do with the right side.
h is independent of t, so i was thinking I can treat it as a constant here? so the right side becomes t/h?