Hey everyone, I have a free response question concerning some rather simple mechanics presented in a ratheruh....interesting way. We have a block of mass M, that slides don a hill at an angle of theita. the block slides down the hill from rest at s=0 to the final position/distance s. Here's the catch. The coefficient of friction is u=as, where a is a constant and s is the distance down the hill. So its obvious that this is an incresingly rough incline. a) Show all the forces acting on the block, in terms of only what's given (and g) b) Draw a frictional force versus distance graph c) Fins the area under the graph to deteminr the work done on the block d) Find out how far the block slides down the hill This is a doosey. I understand the setup for all of the steps,but the problem comes in verifying my algebra and making sure im using the right setup. all answers must be expressed in terms of the quantities given. I got some answers, most importantly that the distance is tan(theita)/a. Will someone help me OUT?!!