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A liquid occupies half of a vessel at a particular temperature. The volume of the unoccupied part remains constant at all temperatures. If α and γ are the coefficients of linear and real expansions of a vessel and liquid, then γ =

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3α

3α/2

6α

9α

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detailed solution

Correct option is C

Volume of container VC = V; Volume of liquid Vl = V/2Volume of unoccupied part constant,

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Similar Questions

A vessel having coefficient of cubical expansion $γ_{g}$ contains liquid Of coefficient of real expansion r_R up to certain level. When Vessel
Is heated, match column I and column II.

	Column - I		Column - II
a	$γ_{g} < γ_{R}$	p	liquid level rises continuously from beginning
b	$γ_{g} = γ_{R}$	q	liquid level falls continuously from beginning
c	$γ_{g} > γ_{R}$	r	liquid level remains same
d	$γ_{g} = 0$	s	liquid level first falls and then rises