1. The problem statement, all variables and given/known data a 100W beam of light is shone onto a blackbody of mass 2e-3 kg for 10e4 seconds. The blackbody is intially at rest in a frictionless space a) Compute the total energy and momentum absorbed by the blackbody from the light beam b) calculate the blackbody's velocity at the end of the period of illumination, and c) compute the final kinetic energy of the blackbody. Why is the latter less than the total energy of the absorbed photons? 2. Relevant equations 3. The attempt at a solution a) find energy - easy 100 J/s * 10e5 s =1e6 J absorbed momentum - here's the part I'm slightly unsure of. At first I thought that I needed the wavelength, but that's only if I want to know the momentum of an individual photon. So here's what I said sum of photon momentum = 1/c * sum of absorbed energy so sum of absorbed p = 0.0033 kgm/s b) 0.0033 = (2e-3)*v , v =1.65 m/s c) (1/2)*(2e-3)*1.65^2 = 0.0027 J and I think this is less than the total energy of the absorbed photons because much of the energy goes into raising the temperature of the blackbody and much of the energy is radiated out. Is this correct? I'm not sure if I have a really good picture of what is going on in my head.