an unknown mass is attached to the end of an ideal spring with a force constant 100 N/m. the mass vibrates in SHM with a frequency of 5.0 hz. find (a ) the period of oxcillation ,(b) the angular frequency, and (c) the mass of the body
(a) T=1/f=0.2 s
(b) "\\omega=2\\pi f=31.4\\text{ rad\/s}."
(c)
"\\omega=\\sqrt{\\frac km}\u2192m=\\frac {k}{\\omega^2}=3.18\\text{ kg}."
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