You have a mass, m1, at the end of a spring with spring constant k, as shown. You compress the spring and mass 10.4 cm and release it; m1 is not connected to the spring. m1 travels across a frictionless surface until it hits the mass, m2, at the bottom of a simple pendulum. At time t = 0, it collides elastically with the pendulum, causing it to oscillate with a period of 3.2 seconds. m1 = 0.67 kg, m2 = 2.0 kg, k = 250 N/m. Iuestion 14 (3 points) I'D Listen What is the distance from the pendulum's pivot point to the center of mg? What is the maximum displacement of the pendulum from equilibrium (you can give in units of length or angle)? When in the pendulum's swing is the kinetic energy maximum (word description is fine)? What is the total energy of the system (pendulum plus other mass)