Other calculators

• 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 y''*tgx=y'+1
• Equation xy'=y+x^2
• Equation y''-3y'=1
• Equation y'-2y=x^2=+2x

• Identical expressions

• y'=(two (y^ two)- eight xy+8(x^ two)+ three)/((y^ two)- four xy+4(x^ two)+ one)
• y stroke first (1st) order equally (2(y squared ) minus 8xy plus 8(x squared ) plus 3) divide by ((y squared ) minus 4xy plus 4(x squared ) plus 1)
• y stroke first (1st) order equally (two (y to the power of two) minus eight xy plus 8(x to the power of two) plus three) divide by ((y to the power of two) minus four xy plus 4(x to the power of two) plus one)
• y'=(2(y2)-8xy+8(x2)+3)/((y2)-4xy+4(x2)+1)
• y'=2y2-8xy+8x2+3/y2-4xy+4x2+1
• y'=(2(y²)-8xy+8(x²)+3)/((y²)-4xy+4(x²)+1)
• y'=(2(y to the power of 2)-8xy+8(x to the power of 2)+3)/((y to the power of 2)-4xy+4(x to the power of 2)+1)
• y'=2y^2-8xy+8x^2+3/y^2-4xy+4x^2+1
• y'=(2(y^2)-8xy+8(x^2)+3) divide by ((y^2)-4xy+4(x^2)+1)

• Similar expressions

• y'=(2(y^2)-8xy+8(x^2)+3)/((y^2)-4xy+4(x^2)-1)
• y'=(2(y^2)-8xy+8(x^2)+3)/((y^2)-4xy-4(x^2)+1)
• y'=(2(y^2)-8xy-8(x^2)+3)/((y^2)-4xy+4(x^2)+1)
• y'=(2(y^2)-8xy+8(x^2)-3)/((y^2)-4xy+4(x^2)+1)
• y'=(2(y^2)+8xy+8(x^2)+3)/((y^2)-4xy+4(x^2)+1)
• y'=(2(y^2)-8xy+8(x^2)+3)/((y^2)+4xy+4(x^2)+1)