- #1
depizixuri
- 13
- 2
I tried to solve this differential equation:
2y+(y')^2+ax^b=0
...but don't know what to do with it.
Don't know what variable substitution to use.
Tried Taylor series, but I get horrible nonlinear equations for the coefficients.
Tried Mathematica, but it doesn't answer anything:
Can you help me?
2y+(y')^2+ax^b=0
...but don't know what to do with it.
Don't know what variable substitution to use.
Tried Taylor series, but I get horrible nonlinear equations for the coefficients.
Tried Mathematica, but it doesn't answer anything:
Code:
In[20]:= Dsolve[2*y + y'^2 + a*x^b == 0, x]
Out[20]= Dsolve[a x^b + 2 y + (Derivative[1][y])^2 == 0, x]
Can you help me?