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 Summary

I found three independent functions as solutions for this equation
d/dr(r^2dR/dr) = 6R (cauchy equation)
r^2 , r^(3) , (1/7)r^6.
I found three independent functions as solutions for this equation
d/dr(r^2dR/dr) = 6R (cauchy equation)
r^2 , r^(3) , (1/7)r^6.
But i read that a second order linear differential eqn has only two independent solutions.
Why this happened?
d/dr(r^2dR/dr) = 6R (cauchy equation)
r^2 , r^(3) , (1/7)r^6.
But i read that a second order linear differential eqn has only two independent solutions.
Why this happened?