1. Two steel balls are suspended from electromagnets, and are released simultaneously when the electric current is shut off. They start at heights X1 and X2, with X2 being higher. When they hit the ground, they land T seconds apart. Find an equation for g (the gravitational field) in terms of T, X1 and X2 2. No further information was given. 3. I have about 8 pages of scratch paper and 5 hours of work trying to figure out what is probably something simple. I began by trying to figure out the acceleration from X1 to the ground: 0 = (1/2)at^2 + Vt + X1 -X1 = (1/2)at^2 - Vt -X1 - Vt = (1/2)at^2 -2(X1+Vt)/t^2 = a With this equation, I thought I'd be able to somehow figure out the velocity after the ball from X2 height falls from X2 to X1 and then plug that into my result above. I tried many different things and none seem to match up with the answer my professor is looking for. A nudge in the right direction is all I'm looking for. After so much work, it's really frustrating to be at square 1 still. Thank you in advance for any light you can shed.