A steel cube 0.39 m on each side is suspended from a scale and immersed in water. What will the scale read? In N
Side of the cube a = 0.39 m
Volume of the cube V = a 3
= 59.319 x10 -3 m 3
Density of the steel D = 7800 kg /m 3
Mass M = DV= 462.68 kg
Weight of the cube W = Mg
= 462.68 x9.8
= 4534.34 N
Buoyancy force F = V d g
Where d = density of water = 1000 kg / m3
So, F = 59.319 x10 -3 x1000 x 9.8 = 581.32 N
Net force on the cube F ' = W - F
= 4534.34 N - 581.32 N
= 3953.02 N
~ 3953 N
Note : if the scale is calibrated in kg then the sclae reading is = 3953 N / 9.8 m/s 2
= 403.36 kg
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