During the Moment of Inertia experiment, groups of students decided to mount solid sphere on the…

During the Moment of Inertia experiment, groups of students decided to mount solid sphere on the top of the horizontal disk. The sphere and disk have the same mass, M, and radius, R. They recorded the values for the initial and final positions for the falling mass, and these values are 90cm and 69.5cm. The radius of the pulley,r, was 1/10 of the radius of the sphere and the mass of the disk, M, was 1.4kg. If the mass for the falling mass, m, was 1/13 of the mass of the sphere, what is the value for height above floor when mass is at its lowest position? Student record linear acceleration is 9.65m/s^2. Write value for tangential acceleration of point on rim of horizontal disk. Recall g=9.8m/s^2, I horizontal= 1/MR^2, I sphere= 2/5MR^2

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