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A load of mass .2 g is hanging from a light spring whose elastic constant is 20 N/m. The load is pulled down .1 m from its equilibrium position and released.
How long is required for the load to reach its equilibrium position?
T=2pi(square root(m/k))=.628s
Please verify to see if I did it correctly.
Thanks
How long is required for the load to reach its equilibrium position?
T=2pi(square root(m/k))=.628s
Please verify to see if I did it correctly.
Thanks