One mole of an ideal gas undergoes a process in which `T = T_(0) + aV^(3)`, where `T_(0)` and `a` are positive constants and V is molar volume. The volume for which pressure with be minimum isA. `((T_(0))/(2a))^(1//3)`B. `((T_(0))/(3a))^(1//3)`C. `((a)/(2T_(0)))^(2//3)`D. `((a)/(3T_(0)))^(2//3)`

One mole of an ideal gas undergoes a process in which `T = T_(0) + aV^

1.	One mole of an ideal gas undergoes a process in which `T = T_(0) + aV^(3)`, where `T_(0)` and `a` are positive constants and V is molar volume. The volume for which pressure with be minimum isA. `((T_(0))/(2a))^(1//3)`B. `((T_(0))/(3a))^(1//3)`C. `((a)/(2T_(0)))^(2//3)`D. `((a)/(3T_(0)))^(2//3)`
Answer» Correct Answer - A

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One mole of an ideal gas undergoes a process in which `T = T_(0) + aV^(3)`, where `T_(0)` and `a` are positive constants and V is molar volume. The volume for which pressure with be minimum isA. `((T_(0))/(2a))^(1//3)`B. `((T_(0))/(3a))^(1//3)`C. `((a)/(2T_(0)))^(2//3)`D. `((a)/(3T_(0)))^(2//3)`

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