An empty swimming pool with a square floor dimension has a volume of 3y2 m3. Given the weight of air in the swimming pool is about 500 N and the air density is 1.29 kg/m3.
Find the length of the swimming pool’s floor, y.
P=mg=ρVg=ρ⋅3y2⋅g→y=P/(3ρg)=P=mg=\rho Vg=\rho\cdot3y^2\cdot g \to y=\sqrt{P/(3\rho g)}=P=mg=ρVg=ρ⋅3y2⋅g→y=P/(3ρg)=
=500/(3⋅1.29⋅9.81)=3.63 (m)=\sqrt{500/(3\cdot1.29\cdot9.81)}=3.63\ (m)=500/(3⋅1.29⋅9.81)=3.63 (m)
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