Recent content by wizang

Try setting x in terms of u. I didn't follow the whole thread, but I believe u=(x-xo)/k. So solve for x in terms of u, put that in and the integral should be more manageable... though you'll still need integration by parts, no way around that.

I'm not a huge expert but let me clarify a couple things for you. Your points 1,2,4,5 are all really the same thing in the sense that you are talking about grand unification (well not #2 strictly, but its related). Unifying quantum mechanics and general relativity is probably the #1 thing on...

Homework Statement Two charges, q and q', are located respectively, inside and outside a hollow conductor. Charge q' experiences a force due to q, but not vice versa. Prove this statement and explain the apparently violation of Newton's third law. There is no net charge on the conductor...