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    Picard Iteration, with a 2nd order ODE?

    1. The problem statement, all variables and given/known data Ive been told to perform 2-3 Picard Iterations on the following problem 2. Relevant equations y'' = 6y^2 With initial conditions: y(0) = 0 y'(0)= -2 3. The attempt at a solution In class we've gone through how to perform picard...
  2. O

    2nd order ODE u''+u'-6u = 0?

    well the question is d2u/dt2 + du/dt -6u = 6t^2 -3t +12 the RHS aside, I tried finidng the homogenous solution but with conditions of U(0) = U'(0) = 0 my C1 and C2 constants just went to 0.... im confuzzled helpsss regards
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