1. The problem statement, all variables and given/known data In an experiment to determine the spring constant of an elastic cord of length 0.60 m, a student hangs the cord from a rod as represented above and then attaches a variety of weights to the cord. For each weight, the student allows the weight to hang in equilibrium and then measures the entire length of the cord. The data are recorded in the table below: Weight (N) 0 10 15 20 25 Length (m) 0.60 0.97 1.24 1.37 1.64 a) Determine an experimental value for the spring constant k of the cord. The student now attaches an object of unknown mass m to the cord and holds the object adjacent to the point at which the top of the cord is tied to the rod, as represented above. When the object is released from rest, it falls 1.5 m before stopping and turning around. Assume that air resistance is negligible. (b) Calculate the value of the unknown mass m of the object. (c) i. Calculate how far down the object has fallen at the moment it attains its maximum speed. ii. Explain why this is the point at which the object has its maximum speed. iii. Calculate the maximum speed of the object. 2. Relevant equations In part A I used 1/2kx^2. 10 N = 1/2k(.97)^2. I calculated it out and got k=21.3 N/m. My instructor gave me 2/3 points on this part. Why? In part B I set Uel equal to U. 1/2kx^2 = mgh. I used 1.5m as x, which was circled on my paper as wrong. What should I have used? 3. The attempt at a solution 2/3 possible points on A, as described above. 2/3 possible points on B, as described above. 0 points on C i 0 points on C ii 0 points on C iii Thanks for any help!