Recent content by matty204359

Figured it out actually. Turns out I read the problem wrong. Thanks tho.

Thanks. Sorry the picture is not orientated properly the PF app isn't playing nice...

So this is what I have tried so far playing around with exponent and radical properties to try and solve this textbook problem

I feel retarded because I'm not understanding this equation despite getting A's in all my math classes. i(t) = \frac{dq(t)}{dt} some how becomes q(t) = \int^{t}_{t_{0}} i(t)dt + q(t_{0}) I'm guessing we apply the integral operator \int dt to both sides. so where is the q(t_{0}) term on...