A scale reads 398 N when a piece of copper is hanging from it. What does it read (in N) when it is lowered so that the copper is submerged in water?
masscopper=w/g=398/9.8=40.6122kgmass_{copper} = w/g=398/9.8=40.6122kgmasscopper=w/g=398/9.8=40.6122kg
density of copper=8960kg/m3density \space of \space copper=8960kg/m^3density of copper=8960kg/m3
Vcopper=mass/density=40.6122/8960=4.5326×10−3V_{copper}=mass/density=40.6122/8960=4.5326\times 10^{-3}Vcopper=mass/density=40.6122/8960=4.5326×10−3 m3m^3m3
upthrust force =density of water×volume×gravity=1000×4.5326×10−3×9.8=44.4195N=density\space of \space water \times volume \times gravity=1000\times4.5326\times10^{-3}\times 9.8=44.4195N=density of water×volume×gravity=1000×4.5326×10−3×9.8=44.4195N
scale reading=398N−44.4195N=353.58N=398N-44.4195N=353.58N=398N−44.4195N=353.58N
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