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A gas expands adiabatically at constant pressure such that its temperature `Tprop(1)/(sqrt(V))` , the value of `C_(P)//C_(V)` of gas isA. `1.30`B. `1.50`C. `1.67`D. `2.00` |
Answer» Correct Answer - B For adiabatic expansion , we have the formula `pV^(gamma)` = Constant ... (i) Gas equation is , `pV=RTrArrp=(RT)/(V)` …(ii) From Eqs . (i) and (ii) , we obtain `((RT)/(V))V^(gamma)` = constant `rArr" " TV^(gamma-1)` = constant ...(iii) `"But " Tprop(1)/(sqrtV)` (given) ` "as " TV^(1//2)` = constant ...(iv) THus , using Eqs. (iii)and (iv) together, we get `gamma-1=(1)/(2)` `"or " gamma=(3)/(2)=1.5rArr(C_(p))/(C_(v))=1.5` |
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