1. The problem statement, all variables and given/known data A window cleaner of mass 95 kg places a 22-kg ladder against a frictionless wall at an angle of 65 degrees with the horizontal. The ladder is 10m long and rests on a wet floor with a coefficient of static friction equal to 0.40. What is the maximum length that the window cleaner can climb before the ladder slips? 2. Relevant equations T = rF 3. The attempt at a solution Sin65 = opp/10, therefore opposite = 9.06 Cos65 = adj/10, therefore adjacent = 4.23 m = 22; M=95 Max Ffr = uFN = u(mg + Mg) = Fw Fy=FN-mg-Mg T=Fw(9.06)-mg(4.23/2) Any help is appreciated!