A mass m is suspended from a ceiling (somewhere on earth) using a spring with spring-constant k. When the mass is pulled down by a distance d from the equilibrium position, it is found to oscillate with a period of T.
A mass m is suspended from a ceiling (somewhere on earth) using a spring with spring-constant k. When the mass is pulled down by a distance d from the equilibrium position, it is found to oscillate with a period of T. Suppose the same set-up is created in moon, where the acceleration due to gravity is g/6, with a mass of 2M and an identical spring. If the new mass is now pulled down by a distance of 2d, what will be the new time period T′?
1. T/√3 2. 4T
3. T/2 4. T
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5. 2T
6. T/√6 7. √3T 8. 6T
9. T/√2
10. √2T
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