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In terms of mechanical unit , C(p)-C(v) ...

In terms of mechanical unit , `C_(p)-C_(v)` =.. Where , `C_(p)` and `C_(v)` are principal specific heats .

A

`R`

B

`(R)/(M)`

C

`(R)/(J)`

D

`(R)/(MJ)`

Text Solution

Verified by Experts

The correct Answer is:
C
The relation between the specific heat of a gas at constant volume and at a constant pressure was obtained by Robert Mayer in 1842.
`(C_(p)-C_(v))dT=(RdT)/(J)`
`"or " C_(p)-C_(v)=(R)/(J)`
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