Now replace with so
.
Now differentiate
Solve for and and sub. into and simplify.
1)Determine the general solution of the following QL PDE
2) Use implicit differentiation to verify the solution.
My attempt at 1)
Take the second two
Taking the first two
Integrating gives
but
therefore the general solution implicitly is
How am I doing?
Assuming the baove is right, how do I attempt 2)?
Please note I have this posted in the physics help forum at
Determine the general solution of QL PDE
I will keep each forum informed of the other to ensure no one's time is wasted.
Thanks