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  • Differential equation:
  • Equation (2y+1)dy+dx=0
  • Equation 2*x*y'*y''=(y')^2+1
  • Equation sinxy'=ycosx+2cosx
  • Equation 2xy'-y=siny'

  • Identical expressions

  • dt*(e^t+t^ two *y)*y-dy*e^t= zero
  • dt multiply by (e to the power of t plus t squared multiply by y) multiply by y minus dy multiply by e to the power of t equally 0
  • dt multiply by (e to the power of t plus t to the power of two multiply by y) multiply by y minus dy multiply by e to the power of t equally zero
  • dt*(et+t2*y)*y-dy*et=0
  • dt*et+t2*y*y-dy*et=0
  • dt*(e^t+t²*y)*y-dy*e^t=0
  • dt*(e to the power of t+t to the power of 2*y)*y-dy*e to the power of t=0
  • dt(e^t+t^2y)y-dye^t=0
  • dt(et+t2y)y-dyet=0
  • dtet+t2yy-dyet=0
  • dte^t+t^2yy-dye^t=0
  • dt*(e^t+t^2*y)*y-dy*e^t=O

  • Similar expressions

  • dt*(e^t-t^2*y)*y-dy*e^t=0
  • dt*(e^t+t^2*y)*y+dy*e^t=0
Differential equations/ dt*(e^t+t^2*y)*y-dy*e^t=0

Differential equation dt*(e^t+t^2*y)*y-dy*e^t=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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