dimensional formula for co-efficient of linear expansion

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Solution

Coefficient of linear thermal expansion, is the amount per unit temperature change, that a length of material changes in length, compared to its original length.

Dimensional formula = [M⁰L⁰T⁰K^-1]

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The co-efficient of real expansion of a liquid is $7 \times 10^{- 4} /^{o} C$ . The co-efficient of linear expansion of the vessel is $1 \times 10^{- 5} /^{o} C$ . The co-efficient of apparent expansion of the liquid is :

A liquid with co-efficient of volume expansion ( $γ$ ) is filled in a container of material having co-efficient of linear expansion ( $α$ ). If the liquid overflows on heating, then

The co-efficient of real expansion $γ_{r}$ of a liquid is 5 times the co-efficient of linear expansion of the material of the container in which the liquid is present. The ratio of the co-efficient of apparent expansion and real expansion of the liquid is:

For a liquid, when heated in a vessel it is found that $γ_{a} = \frac{6}{7} γ_{r}$ . The co-efficient of linear expansion of the vessel is :

The co-efficient of linear expansion of glass is $8 \times 10^{- 6} /^{o} C$ and the co-efficient of real expansion of mercury is $180 \times 10^{- 6} /^{0} C$ . The co-efficient of apparent expansion of mercury in glass vessel is :

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dimensional formula for co-efficient of linear expansion ​

Coefficient of linear thermal expansion, is the amount per unit temperature change, that a length of material changes in length, compared to its original length. Dimensional formula = [M0L0T0K-1]

dimensional formula for co-efficient of linear expansion

Coefficient of linear thermal expansion, is the amount per unit temperature change, that a length of material changes in length, compared to its original length.

Dimensional formula = [M⁰L⁰T⁰K^-1]