In QM, the closest you get to F=ma (or F = dp/dt = -dV/dx) is F = d<p>/dt = -<dV/dx> where <> denotes the average value recorded over many repeated runs. This comes from the Schrödinger eqn. This is a weird result, which basically means classical physics exists as a limit of quantum physics, that is, you get a classical world when you consider large enough quantum systems, with large quantum numbers. There is no exact line you can draw between the quantum and classical world either, it's a sliding scale, sort of. (I think that is supposed to be quite a sticky subject though!) So we don't really need to know what your 10^-10 is measured in. ;) Although you should just use SI, it is the basically the standard nowadays. XD