N A baton is constructed by attaching two small objects that each have a mass M to the ends of a uniform rod that has a length Land a mass M.Modeling the small objects as point particles, derive anexpression for the moment of inertia of the baton when it isrotated about a point I from one end in terms of thegiven quantities. If the answer contains a ratio, please enter itas a fraction, not a decimal.I =Incorrect4M1²< FeedbackXThe baton's moment of inertia about anaxis perpendicular to the baton and thatpasses through the baton's center is thesum of the moments of inertia of thethin rod of mass M and length L aboutits center and the two small masses atdistances of 1/2 from the center.When applying the parallel-axistheorem, the distance is the distancefrom the object's center of mass to therotation axis.

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