A liquid with coefficient of volume expansion $γ$ is filled in a container of metal having the coefficient of linear expansion $α$ . If the liquid overflows on heating then

γ = 3 α

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γ > 3 α

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γ < 3 α

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γ = 3 α^{3}

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Solution

The correct option is A $γ > 3 α$
As we know that coefficient of cubical expansion of container $= 3 α$ .
So, when $γ > 3 α$ , increase in the volume of the liquid is more than that of vessel.

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Q. A liquid with coefficient of volume expansion

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Q. On heating a liquid of cubical expansion

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A liquid with coefficient of volume expansion γ is filled in a container of metal having the coefficient of linear expansion α. If the liquid overflows on heating then

The correct option is A γ>3αAs we know that coefficient of cubical expansion of container = 3α.So, when γ>3α, increase in the volume of the liquid is more than that of vessel.

A liquid with coefficient of volume expansion $γ$ is filled in a container of metal having the coefficient of linear expansion $α$ . If the liquid overflows on heating then

The correct option is A $γ > 3 α$
As we know that coefficient of cubical expansion of container $= 3 α$ .
So, when $γ > 3 α$ , increase in the volume of the liquid is more than that of vessel.