The solid cylinder has a radius of R = 0.020 meters and a mass of M = 0.113 kg. The cylinder is initially at rest against a spring with constant k = 143 N/m and an initial compression of x = 0.084 meters. The ramp is set at an angle of 8 = 20.0 degrees. We will assume that no energy is lost to friction. pomal M X1 Write the FORMULA relating to v: w = V= ? Determine all the following: Write the FORMULA for the moment of inertia of the solid cylinder: I = Determine the height at location 2: y = Determine the velocity at location 2: V = Determine the maximum height: y3 = NOTE: NOTE: y = x sin(0) meters m/sec meters The first two questions ask for formulas, not a numerical value. Don't forget any forms of energy at moment 2. Moment 3 can be calculated without knowing moment 2. Y3=?