1. The problem statement, all variables and given/known data A drop tower lifts riders at a constant speed to a height of 78m and suddenly drops them. Determine the work done on a 56kg rider by the machine as she is lifted to the top of the ride. F=mg displacement=78m θ= 0 degrees 2. Relevant equations W=FΔdcosθ 3. The attempt at a solution I solved this problem, by plugging in mg as the force. But, I am confused. If you plug in mg as the force exerted by the machine on the rider, doesn't that mean that the normal force exerted on the rider is the force that lifts them up 78m. How does that make any sense? Shouldn't there be a force with a magnitude greater than Fg to lift the rider up. Doesn't having Fn and Fg as the only y component forces mean that there's no (Fnet)y? That would mean there's no acceleration in the y component, which there is because the rider is lifted up 78m. Can someone please explain this to me?