A piece of wood of uniform cross-section and 16 cm height sinks 10 cm in water and 12 cm in spirit. Find the relative densities of wood and spirit.
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Let densities of water, wood and spirit are ρ, ρw and ρs respectively.
Let A be the area of the wooden block.
Total volume of the wooden block is, V = 15A
1. Mass of wood = Mass of water displaced by the wood
Vρwg = A×10×ρ×g

2. Mass of the wood = Mass of then spirit displaced
Vρwg = A×12×ρs×g
ρs = 0.83 g/cm3
Let A be the area of the wooden block.
Total volume of the wooden block is, V = 15A
1. Mass of wood = Mass of water displaced by the wood
Vρwg = A×10×ρ×g

2. Mass of the wood = Mass of then spirit displaced
Vρwg = A×12×ρs×g
ρs = 0.83 g/cm3
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