shows a piece of block is 15 cm long, 7 cm wide and 3 cm thick is floating with one-third of its volume above the water level. Calculate the buoyant force exerted on the block.
Given:
"V=\\rm (15\\:cm)\\times(7\\:cm)\\times (3\\:cm)=315\\; cm^3"
"V_s=2\/3V=\\rm 210\\; cm^3=2.1*10^{-4}\\:m^3"
"\\rho=\\rm 1000\\:kg\/m^3"
The buoyant force
"F_b=g\\rho V_s=9.8*1000*2.1*10^{-4}=2.06\\: \\rm N"
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