Two separate systems have vertical springs of negligible mass with identical spring constants. One system has a sphere of mass m attached to it and it oscillates with oscillation amplitude A1. The other system has a mass 2m attached to it and it has an oscillation amplitude A2. If the total mechanical energy of the two systems are the same then the ratio of the oscillation amplitudes A/A, is equal to [The gravitational potential energy of the mass attached to the spring does not alter the equation of motion of the mass attached to the spring]. OA. 1 ОВ. 0.5 OC. 2 OD. 0.25 OE. 4

Two separate systems have vertical springs of negligible mass with identical spring constants. One system has a sphere of mass m attached to it and it oscillates with oscillation amplitude A1. The other system has a mass 2m attached to it and it has an oscillation amplitude A2. If the total mechanical energy of the two systems are the same then the ratio of the oscillation amplitudes A/A, is equal to [The gravitational potential energy of the mass attached to the spring does not alter the equation of motion of the mass attached to the spring]. OA. 1 ОВ. 0.5 OC. 2 OD. 0.25 OE. 4