spring allowing the skater to oscillate back and forth. The skater (mass=60kg) is stretched 0.84m from equilibrium with a force 250N and remains at rest. At 0.84m from equilibrium, the skater is then pushed toward the equilibrium position. At a distance of 0.22m (from equilibrium), the skater has a speed of 2.4m/s b) Write down the equation describing the skater's position as a function of time (assume t=0 at 0.22m and motion is in the negative x-direction). Your solution should have numeric values for the variables.

spring allowing the skater to oscillate back and forth. The skater (mass=60kg) is stretched 0.84m from equilibrium with a force 250N and remains at rest. At 0.84m from equilibrium, the skater is then pushed toward the equilibrium position. At a distance of 0.22m (from equilibrium), the skater has a speed of 2.4m/s b) Write down the equation describing the skater's position as a function of time (assume t=0 at 0.22m and motion is in the negative x-direction). Your solution should have numeric values for the variables.