Mister Exam

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  • How to use it?

  • Differential equation:
  • Equation xy''-y'=3x^2
  • Equation 3xdy-2ydx=0
  • Equation y''-2xy'-2y=0
  • Equation y''-5y'+6y=xe^(2x)
  • Identical expressions

  • y^ two *sin(x)dx+cos^ two (x)*ln(y)dy= zero
  • y squared multiply by sinus of (x)dx plus co sinus of e of squared (x) multiply by ln(y)dy equally 0
  • y to the power of two multiply by sinus of (x)dx plus co sinus of e of to the power of two (x) multiply by ln(y)dy equally zero
  • y2*sin(x)dx+cos2(x)*ln(y)dy=0
  • y2*sinxdx+cos2x*lnydy=0
  • y²*sin(x)dx+cos²(x)*ln(y)dy=0
  • y to the power of 2*sin(x)dx+cos to the power of 2(x)*ln(y)dy=0
  • y^2sin(x)dx+cos^2(x)ln(y)dy=0
  • y2sin(x)dx+cos2(x)ln(y)dy=0
  • y2sinxdx+cos2xlnydy=0
  • y^2sinxdx+cos^2xlnydy=0
  • y^2*sin(x)dx+cos^2(x)*ln(y)dy=O
  • Similar expressions

  • y^2*sin(x)dx-cos^2(x)*ln(y)dy=0
  • y^2*sinxdx+cos^2(x)*ln(y)dy=0

Differential equation y^2*sin(x)dx+cos^2(x)*ln(y)dy=0

The teacher will be very surprised to see your correct solution 😉

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For Cauchy problem:

y() =
y'() =
y''() =
y'''() =
y''''() =

The graph:

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