Use a one-element, finite-element model to approximate the lowest natural frequencies of a uniform beam of mass
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Use a one-element, finite-element model to approximate the lowest natural frequencies of a uniform beam of mass density \(ho\), cross-sectional area \(A\), crosssectional moment of inertia \(I\), elastic modulus \(E\), and length \(L\) that is free at both ends.
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