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A copper cube that is 15cm on each side is suspended from a spring scale and then placed in water? How much will the cube "weigh" in the water? The density of copper is 8,940(kg)/(cm^(3)). Our bodies displace the fluid air that we live in. Therefore, the air live in exerts a buoyant force on our bodies. Determine the magnitude of the buoyant force on a 80kg person due to

33. A copper cube that is 15 cm 15 \mathrm{~cm} on each side is suspended from a spring scale and then placed in water? How much will the cube

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Q. 33. A copper cube that is 15 cm 15 \mathrm{~cm} on each side is suspended from a spring scale and then placed in water? How much will the cube
  1. Calculate Volume: Calculate the volume of the copper cube. Volume = side length3^3 = 15 cm×15 cm×15 cm=3375 cm315 \, \text{cm} \times 15 \, \text{cm} \times 15 \, \text{cm} = 3375 \, \text{cm}^3.
  2. Calculate Mass: Calculate the mass of the copper cube using its density.\newlineMass = density ×\times volume = 8,9408,940 kg/cm3^3 ×\times 3,3753,375 cm3^3 = 30,165,00030,165,000 kg.

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