Differential Equations Solved Examples: Show that following differential equation is not exact. (3x^2y^4 + 2xy)dx + (2x^3y^3 - x^2)dy = 0 Then find an integrating factor to solve the differential equation.

Saturday, October 21, 2017

Show that following differential equation is not exact. (3x^2y^4 + 2xy)dx + (2x^3y^3 - x^2)dy = 0 Then find an integrating factor to solve the differential equation.

Question.

Show that following differential equation is not exact.

(3x²y⁴ + 2xy)dx + (2x³y³ - x²)dy = 0

Then find an integrating factor to solve the differential equation.

Solution:

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