Recent content by ktklam9

Ah ok, so the problem is screwed up from the beginning, thanks :)

Homework Statement Use the power series to solve the following differential equations, state the first four terms of the two independent solutions. 3xy'' + y' - y = 0 Homework Equations The power series. The Attempt at a Solution How do I get two independent solutions out of this? All...

Let the Wronskian between the functions f and g to be 3e^{4t}, if f(t) = e^{2t}, then what is g(t)? So the Wronskian setup is pretty easy W(t) = fg' - f'g = 3e^{4t} f = e^{2t} f' = 2e^{2t} So plugging it in I would get: e^{2t}g' - 2e^{2t}g = 3e^{4t} Which results in g' - 2g...