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Coefficient of real expension of mercury...

Coefficient of real expension of mercury is `0.18 xx 10^(-3//@)C`. If the density of mercury at `0^(@)C` is `13.6 g//C C`, its density at 473 K will be

A

`13.11 g C C^(-1)`

B

`13.65 g C C^(-1)`

C

`13.51 g C C(-1)`

D

`13.22 g C C^(-1)`

Text Solution

Verified by Experts

The correct Answer is:
A

Coefficient of real expansion ,
`gamma=(d_(0)-d_(1))/(d_(0)(Deltat))`
`implies 0.18xx10^(-3) =(13.6-d_(1))/(13.6(473-273))`
`therefore d_(1)=13.110 g c c^(-1)`
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