A thin-walled hollow cone has uniform density with thickness t1 at the left-hand end and t2 at the right-hand end.
(a) If the cone’s thickness is uniform with t1 = t2 = t0, fully set up the integral, including limits of integration, that will yield the mass moment of inertia about the x axis.
(b) Evaluate the integral obtained in Part (a) using computer software such as Mathematica or Maple. Express your answer in terms of the mass m of the object.
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