The difference between `C_(p) " and " C_(v)` can be derived using the empirical relation `H = U + pV`. Calculate the difference between `C_(p) " and " C_(v)` for 10 moles of an ideal gas.

The difference between `C_(p) " and " C_(v)` can be derived using the

1.	The difference between `C_(p) " and " C_(v)` can be derived using the empirical relation `H = U + pV`. Calculate the difference between `C_(p) " and " C_(v)` for 10 moles of an ideal gas.
Answer» Given that, `C_(v)` = heat capacity at constant volume, `C_(p) =` heat capacity at constant pressure Difference between `C_(p) " and C_(v)` is equal to gas constant (R). `C_(p) - C_(v) = nR` (where, `n =` no. of moles) `= 10 xx 4.184 J` `= 41.84 J`

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The difference between `C_(p) " and " C_(v)` can be derived using the empirical relation `H = U + pV`. Calculate the difference between `C_(p) " and " C_(v)` for 10 moles of an ideal gas.

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