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• Differential equation - has y^2 [Solved!]
  I am seraching a solution of: c1*y^2+c2+dy/dx = 0 c1 and c2 are constants Aage 20 Oct 2017, 08:54
• Re: Differential equation: separable [Solved!]
  Integrating both sides of `int 1/(-3x) dx = int 1/y dy` gives `-1/3 ln|x| = ln|y| + K`... stephenB 27 Jan 2018, 02:03
• dy/dx = xe^(y-2x), form differntial eqaution [Solved!]
  `dy/dx = xe^(y-2x)` , i am asked to form differential equation using this equation .... grabbitmedia 02 Dec 2016, 01:42
• ODE seperable method [Solved!]
  (y/x)*(dy/dx)=sqrt(1+x^2+y^2+x^2*y^2) Ahmed 13 Oct 2016, 10:18
• Re: solve the rlc transients AC circuits [Solved!]
  That's great. Thanks a lot. Kingston 30 Nov 2015, 12:30