SHM in liquid
Classical Mechanics
Level
4
The rod is free to rotate in a vertical plane about a horizontal axis passing through \(p\). The density of the material of the rod \(D_1\) is smaller than the density of liquid \(D_2\). The rod is displaced by a small angle \(θ\) from its equilibrium position and then released.
If the body performs Simple harmonic motion, calculate t's angular fequency \(\omega\)
Details and Assumptions
\(D_1 = 200 \text {units}\)
\(D_2 = 400 \text {units}\)
\(L = 20 \text {cm}\)
\(g =10 \dfrac {m}{s^2}\)
Also try this.
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abdulmuttalib lokhandwala