1. The problem statement, all variables and given/known data A spring (k=75 N/m) has an equilibrium length of 1 m. The spring is compressed to a length of .5 m and a mass of 2 kg is placed at its free end on a frictionless slope which makes an angle of 41 degrees with respect to the horizontal. The spring is then released. a) If the mass is not attached to the spring, how far up the slope will the mass move before coming to rest? b) If the mass is attached to the spring, how far up the slope will the mass move before coming to rest? c) Now the incline has a coefficient of kinetic friction. If the block, attached to the spring, is observed to stop just as it reaches the spring's equilibrium position, what is the coefficient of friction? 2. Relevant equations Conservation of mechanical energy .5mvi^2 + mgyi + .5 kxi^2 = .5 mvf^2 + mgyf + .5 kxf^2 3. The attempt at a solution So I began using the conservation of mechanical energy but I'm not even sure where to begin with that. What do I say the y is or x is in the equation? I have no clue, is there anyway someone can explain this to me without giving me the answer? Thanks.