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In a adiabatic process is increased by `2//3%` if `C_(P)//C_(V) = 3//2`. Then the volume decreases by aboutA. `(4)/(9)%`B. `(2)/(3)%`C. `4%`D. `(9)/(4)%` |
Answer» Correct Answer - A a. For a adiabatic process, `Pv^(gamma) = K` Here, `gamma = 3//2` and `K =` constant `:. PV^(3//2) = K` `log P + (3)/(2) log V = log K` `(Delta P)/(P) + (3)/(2) (Delta V)/(V) = 0` `:. (Delta V)/(V) = (2)/(3) = (Delta P)/(P)` `:. (Delta V)/(V) xx 100 = - ((2)/(3)) ((Delta P)/(P) xx 100) = - (2)/(3) xx (2)/(3) = - (4)/(9)` Therefore volume decrease decrease by about `(4//9) %`. |
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