Solution
Solution
Solution steps
Solve separable ODE:
Graph
Popular Examples
y^'=((3x^6e^{y/x}+x^4y^2))/(x^5y)(dy)/(dt)=t\sqrt[3]{y}xy^'=y+x^2e^{2x}integral from 0 to pi of (sin^2(x))integral of (4x+1)^2e^{2x}
Frequently Asked Questions (FAQ)
What is the solution for y^'=xe^{x^2-y} ?
The solution for y^'=xe^{x^2-y} is y=ln(1/2 e^{x^2}+c_{1})