In a short-circuited battery with a copper wire, the speed of electron flow, or drift velocity, is quite slow, approximately 0.024 cm/sec for a 10 Amp current in a 1 mm radius wire. Despite the slow movement of individual electrons, the effect of pushing electrons through the wire is akin to moving a long pipe filled with putty, where the end moves almost instantaneously. The speed of current (I) is determined by the equation I = nAvQ, where n is the charge particle density, A is the cross-sectional area, v is the drift velocity, and Q is the charge of each particle. The drift velocity can be calculated as v = I/(nAQ), indicating that it is influenced by current, volume, and resistance. This clarification addresses misconceptions about electron speeds in circuits, particularly the incorrect notion that they move at the speed of light.