A mass m is attached to a spring of stiffness k such that it can undergo...
A mass m is attached to a spring of stiffness k such that it can undergo simple harmonic oscillation on a frictionless horizontal surface. Using Newton’s second law and a proposed solution to it in this case of : x(t) = Asin(Tt), (where T = 2Bf), derive the formula that gives the period, T, of the oscillation of the mass. (name the system as well PLUS A DIAGRAM thank you) P.S please show all steps.
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A mass m is attached to a spring of stiffness k such that it can
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