Find the general solution of the D.E 2y-4xy’-log y’=0.
Posted: Thu Jul 14, 2022 9:29 am
a) \(y(p) = \frac{2c}{p} – 1 + \frac{logp}{2} \)
b) \(y(p) = \frac{c}{2p} – 2 + logp\)
c) \(x(p) = \frac{-1}{p} + \frac{c}{p^2} \)
d) \(x(p) = \frac{1}{2p} + \frac{c}{p^{1/2}} \)
b) \(y(p) = \frac{c}{2p} – 2 + logp\)
c) \(x(p) = \frac{-1}{p} + \frac{c}{p^2} \)
d) \(x(p) = \frac{1}{2p} + \frac{c}{p^{1/2}} \)