Solved: The polar moment of inertia of a lamina with respect to the origin is defined to
Chapter 9, Problem 66(choose chapter or problem)
In Problems 63–66, find the polar moment of inertia of the lamina that has the given shape and density
\(y=x, y=0, y=3, x=4 ; \rho(x, y)=k \text { (constant) }\)
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