# Fluids with Rotational Equllibrium...

A uniform rod $$AB$$, $$4 m$$ long and weighing $$12 kg$$ , is supported at end $$A$$ (with a string), and a $$6 kg$$ lead weight at $$B$$ (Not shown in the figure). The rod floats as shown in the figure with one-half of its length submerged. The buoyant force on the lead mass is negligible as it is of negligible volume. If Tension in string is $$T$$ (in $$Newton$$) and total volume of rod is $$V$$ (in $$m^3$$).

Find $$T+V$$ (Numerical values)

$$Details And Assumptions$$

Take $$g = 10 m/s^2$$ Density of liquid = $$2 kg/m^3$$

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