1. The problem statement, all variables and given/known data Compute the radiation pressure exerted by a gas of photons (according to kinetic theory). There are N photons, each with energy hf, the momentum is hf/c, and the walls are perfectly reflecting. Express the pressure in terms of N, V, and the product hf. 2. Relevant equations Pressure = (1/3)*(Nk/V) (mv^2) , where v^2 is an average Pressure = Force / Area Speed of Photons = λf Force on Area A = (Number of collisions on the wall in time Δt)(Momentum transferred to the wall per collision)/(Δt) 3. The attempt at a solution The momentum transferred to the wall by the photons is 2(hf/c) The number of collisions = ((λf)ΔtA)(1/2)(N/V) Force on Area A = (hf/c)(A)(N/V)(λf) Multiply both Sides by Area to get pressure = P = (1/3)h(f^2)λ(N/V)(1/c) Not sure how to express it in terms of the product hf.