An object of mass m1 undergoes constant circular motion and is connected by a massless string through a hole in a frictionless table to a larger object of mass m2. If the larger object is stationary, calculate the tension in the string and the period of the circular motion of the smaller object. Assume that the objects have masses of .225 and .125 kg and the radius R of the circular path of the smaller object is equal to 1.00m.


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