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m x g= pice x Vice x g
The discussion focuses on calculating the minimum volume of ice required to keep a 60.0 kg person afloat, utilizing Archimedes' principle and the densities of ice (917 kg/m³) and water (1000 kg/m³). The initial calculation yielded a volume of 0.065 m³, which was incorrect. The correct approach involves considering both the weight of the person and the ice, leading to the conclusion that the total volume needed is 0.72 m³. Participants emphasized the importance of using the density of water for buoyancy calculations and correctly accounting for the total downward forces acting on the system.
PREREQUISITESStudents studying physics, educators teaching fluid mechanics, and anyone interested in understanding buoyancy and its practical applications in real-life scenarios.