- #1
Bill Nye Tho
- 48
- 0
Homework Statement
yy''+(y')2 = 0
Homework Equations
yv(dv/dy)+v2=0
The Attempt at a Solution
Variable separable when solving for the first step the result is:
- ln |v| = ln |y| + C1
Now, I've looked at the remainder of the solution with a few other sources and the cause of my mistake results in the constant.
After turning the equation into: ln |vy| + C1 = 0;
I raise everything to the e so that I can solve for v.
It seems all the solutions do that as well but yet they don't raise the constant to the e.
Is it because eC1 will still be a constant and therefore completely arbitrary?