To find the electric field from a radio station transmitting at 500 kW, the energy emitted can be expressed as Pdt, where P is the power. At a distance of 25 km, this energy is distributed in a spherical shell, with the volume calculated as dV = πR^2c dt, where c is the speed of light. The energy density of the electromagnetic wave is given by w = (1/2)ε₀E², with E representing the electric field amplitude. By equating the emitted power to the product of energy density and volume, one can derive the electric field E. This method provides a systematic approach to calculating the electric field at a specified distance from the transmitter.