A 2 kg mass, attached to a spring, stretches it 1.96 m. The system is then submerged in a liquid which imparts a damping force numerically equal to 4 times the velocity of the mass. Determine the position of the mass after 5 seconds when the mass is released from the rest 2 m below the equilibrium position. (Gravitational acceleration is g 9.8 m/sec?)

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Chapter15: Oscillatory Motion
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3. A 2 kg mass, attached to a spring,
stretches it 1.96 m. The system is then submerged in a liquid which imparts
a damping force numerically equal to 4 times the velocity of the mass.
Determine the position of the mass after seconds when the
mass is released from the rest 2 m below the equilibrium position.
(Gravitational acceleration is g = 9.8 m/sec²)
2e-i m below the equilibrium position
2e-2 m
above the equilibrium position
e
m below the equilibrium position
e
m
above the equilibrium position
2e- m
below the equilibrium position
Transcribed Image Text:3. A 2 kg mass, attached to a spring, stretches it 1.96 m. The system is then submerged in a liquid which imparts a damping force numerically equal to 4 times the velocity of the mass. Determine the position of the mass after seconds when the mass is released from the rest 2 m below the equilibrium position. (Gravitational acceleration is g = 9.8 m/sec²) 2e-i m below the equilibrium position 2e-2 m above the equilibrium position e m below the equilibrium position e m above the equilibrium position 2e- m below the equilibrium position
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