1. The problem statement, all variables and given/known data Since this was on the test, I won't be able to type out the question verbatim, but here it goes: You have a plastic sphere with charge equally distributed through out the sphere. The radius of the sphere is a. The energy stored in the total sphere is E0 (not to be confused with electric field). Find the fraction of the total energy from r=0 to r=a/2 (half the radius). 2. Relevant equations energydensity*volume = energy 3. The attempt at a solution I simply put a ratio of the two energies, so E(small)/E0. Since charge is equally spread throughout the sphere, I figured that the energy densities would cancel out, leaving the volume(small)/volume(big). Dividing out gives (1/8)E0. However, this seems unreasonably easy, and I think I'm missing something very important. Did I do it correctly, or am I forgetting something?