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A vessel contains a liquid filled with 1/5th of its volume. Another  vessel contains same liquid up to 1/4th of its volume. In both cases, the volume of empty space remains constant at all temperatures. Then ratio of coefficient of linear expansions of two vessels is 

a
2 : 5
b
5 : 2
c
4 : 5
d
5 : 4

detailed solution

Correct option is C

Δv1=Δv2v1γ1=v2γ2

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Similar Questions

A vessel having coefficient of cubical expansion γg contains liquid Of coefficient of real expansion rR up to certain level. When Vessel
Is heated, match column I and column II.
 

 Column - I Column - II
aγg<γRpliquid level rises continuously from beginning
bγg=γRqliquid level falls continuously from beginning
cγg>γRrliquid level remains same 
dγg=0sliquid level first falls and then rises 
 
 abcd
1srqp
2srpq
3qrsp
4rqps


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