A 32-pound weight is attached to the lower end of a coil spring suspended from the The weight is then pulled down 6 inches below its equilibrium position and released at t= 0. No ceiling. The weight comes to rest in its equilibrium position, thereby stretching the spring 2 feet. external forces are present; but the resistance of the medium is numerically equal to 10 (dx/at), where dx/dt is the instantaneous velocity in feet per second. Determine the resulting motion of the weight on the spring.

A 32-pound weight is attached to the lower end of a coil spring suspended from the The weight is then pulled down 6 inches below its equilibrium position and released at t= 0. No ceiling. The weight comes to rest in its equilibrium position, thereby stretching the spring 2 feet. external forces are present; but the resistance of the medium is numerically equal to 10 (dx/at), where dx/dt is the instantaneous velocity in feet per second. Determine the resulting motion of the weight on the spring.