Solution
Solution
Solution steps
Solve separable ODE:
Graph
Popular Examples
y^'-2y=0,y(x,1)=x^2y^'+3.2x^4*y=6.4x^4(dy)/(dx)= x/(y(5x+1))((x^2-9))/x*(dy)/(dx)+y=0,y(5)=1xyy^'=x+yy^'
Frequently Asked Questions (FAQ)
What is the solution for -xy^'+y=y^{-1} ?
The solution for -xy^'+y=y^{-1} is y=sqrt(-x^2c_{1)+1},y=-sqrt(-x^2c_{1)+1}