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A cube of ice whose side is 4.0 cm is allowed to melt. The volume of water formed is found to be 58.24 cm3. Find the density of ice. - Physics

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Question

A cube of ice whose side is 4.0 cm is allowed to melt. The volume of water formed is found to be 58.24 cm3. Find the density of ice.

Sum

Solution

Side of ice cube = l = 4 cm

Volume of ice cube = V = β = (4)3 = 64 cm3

Volume of water = V = 5824 cm3

Density of ice cube = ρi= ?

Density of water = ρw = 1 gem-3

By law of floatation:

Volume of ice cube x Density of ice=Volume of water x Density of water

64 x ρi = 58.24 x 1

`rho_"i" = 58.24/64`

`rho_"i" = 0.91` g cm-3 

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Principle of Floatation (Laws of Flotation)
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Chapter 5: Upthrust and Archimedes’ Principle - Subjective Questions

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Goyal Brothers Prakashan A New Approach to ICSE Physics Part 1 [English] Class 9
Chapter 5 Upthrust and Archimedes’ Principle
Subjective Questions | Q 15
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