1. The problem statement, all variables and given/known data The block oscillates about equilibrium for the spring. A weak frictional force of constant magnitude 2.7 N causes the oscillations to diminish slowly. The block oscillates many times and eventually comes to rest. First, show that the decrease in amplitude is the same for each cycle of oscillation. now, suppose the initial displacement from quilibrium is 0.57 m. How many cycles will occur before the block comes to rest? spring constant k = 51.3 N/cm 2. Relevant equations mx"w^2 + 0.57 - 2.7 = 0 x" = the second derivative of x 3. The attempt at a solution I keep trying find an equation to solve this problem, but I keep getting the above equation which I can't solve for because I have 2 unknowns. Am I taking the right approch to this problem? Thank you in advance!