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If gamma is the cofficient of a real exp...

If `gamma` is the cofficient of a real expansion of a liquid then the temperature at which density of a liquid is `1%` of its density at `0^(@)C` is

A

`(99)/(gamma)`

B

`(1)/(99gamma)`

C

`(100)/(gamma)`

D

`(1)/(100gamma)`

Text Solution

Verified by Experts

The correct Answer is:
A
given `d_(t) = (d_(0))/(100), t_(1) = 0^(@)C, t_(2) = t, gamma = (d_(0) - d_(1))/(d_(t) xx t)`
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