L. 16) When you place an electrical charge of strength q at a point {a, b, c}, and you center a small sphere at {a, b, c}, then the flux (=flow) of the resulting electric field across this small sphere is 4x q. Gauss's law in physics says that if you have a surface C that is the boundary surface of a solid in three dimensions, and if you take k different points (al. b1: ci} , faz. b2: c2) , ..., fak bk: ck] inside C and you place electrical charges of strength qi at {al: b1: ci} q2 at {aza b2: c2} qu at {ak, bk. ck} , then the flux (= flow) of the resulting electric field across C is simply 4x (qi + q2 + 93 + ... + qk) . Explain how Gauss's law is based on Gauss's formula.\f