- #1
Jtechguy21
- 51
- 0
Homework Statement
Show that the following equation is not exact.
Then find and simplify the integrating factor that makes the equation exact.(You do not have to solve the equation)
(Y^2 - x)dx + (4xy)dy=0
Homework Equations
The Attempt at a Solution
M(x,y) =(Y^2 - x)dx N(x,y)=(4xy)dy
Partial Derivative of m with respect to y is 2y
Partial Derivative of N with respect to x is xy
^shows they are not exact.
how exactly do i find this integrating factor that makes them exact?