A free electron is located in the field of a monochromatic light wave. The intensity of light is I = 150 W/m^2, its frequency is ω = 3.4 × 10^16 s^–1. Find: (a) The electron's oscillation amplitude and its velocity amplitude; (b) The ratio Fm/Fe, where Fm and Fe are the amplitudes of forces with which the magnetic and electric components of the light wave field act on the electron; demonstrate that that ratio is equal to 1/2v/c, where v is the electron's velocity amplitude and c is the velocity of light. The action of the magnetic field component can be disregarded in the equation of motion of the electron since the calculations show it to be negligible.