- #1

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- Homework Statement
- solve the equation with y = 1, y' = 0 at t = 0

- Relevant Equations
- y'' - ((y')^2)/y + (2(y')^2)/y^2 - ((y')^4)/y^4 = 0

Hi all, if anyone could help me solve this 2nd order differential equation, it would mean a lot.

Problem:

Solve the equation with y = 1, y' = 0 at t = 0

y'' - ((y')^2)/y + (2(y')^2)/y^2 - ((y')^4)/y^4 = 0

I have never solved an ODE of this kind before and I am not sure where to start. Wolfram and Symbolab calculators will not give an answer.

Thank you.

Problem:

Solve the equation with y = 1, y' = 0 at t = 0

y'' - ((y')^2)/y + (2(y')^2)/y^2 - ((y')^4)/y^4 = 0

I have never solved an ODE of this kind before and I am not sure where to start. Wolfram and Symbolab calculators will not give an answer.

Thank you.