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• The system of differential equations in steps
• Integral Step by Step
• Inequalities Step by Step
• Equation systems Step by Step

• Linear homogeneous differential equations of 2nd order Step-By-Step
• Linear inhomogeneous differential equations of the 1st order Step-By-Step
• Differential equations with separable variables Step-by-Step
• A simplest differential equations of 1-order Step-by-Step

• How to use it?

• Differential equation:
• Equation dx*(x^2-y^2)-2*dy*x*y=0
• Equation 2*y+y'=e^x*y^2
• Equation y'=-2+y^2/x^2
• Equation y'=2*x*y/(x^2-y^2)

• Identical expressions

• dx*(x^ two -y^ two)- two *dy*x*y= zero
• dx multiply by (x squared minus y squared ) minus 2 multiply by dy multiply by x multiply by y equally 0
• dx multiply by (x to the power of two minus y to the power of two) minus two multiply by dy multiply by x multiply by y equally zero
• dx*(x2-y2)-2*dy*x*y=0
• dx*x2-y2-2*dy*x*y=0
• dx*(x²-y²)-2*dy*x*y=0
• dx*(x to the power of 2-y to the power of 2)-2*dy*x*y=0
• dx(x^2-y^2)-2dyxy=0
• dx(x2-y2)-2dyxy=0
• dxx2-y2-2dyxy=0
• dxx^2-y^2-2dyxy=0
• dx*(x^2-y^2)-2*dy*x*y=O

• Similar expressions

• dx*(x^2+y^2)-2*dy*x*y=0
• dx*(x^2-y^2)+2*dy*x*y=0