I am trying to solve the following quasi linear partial differential equation, but I am not able to find the appropriate multiplier,
$${dx\over 2y(z-3)}={dy\over 2x-z}={dz\over y(2x-3)}$$
Thanks for the help.
I am trying to solve the following quasi linear partial differential equation, but I am not able to find the appropriate multiplier,
$${dx\over 2y(z-3)}={dy\over 2x-z}={dz\over y(2x-3)}$$
Thanks for the help.
From the first and last terms: $$\frac{dx}{2(z-3)}=\frac{dz}{2x-3}$$ or: $$(2x-3)dx=2(z-3)dz$$