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Question

Which of the following methods will enable the volume of an ideal gas to be made four times


  1. Quadraple the absolute temperature at constant pressure
  2. Double the absolute temperature and pressure
  3. Halve the absolute temperture and double the pressure
  4. Quarter the absolute temperature at costant pressure

A
Quadraple the absolute temperature at constant pressure
B
Halve the absolute temperture and double the pressure
C
Double the absolute temperature and pressure
D
Quarter the absolute temperature at costant pressure
Solution
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PV = nRT {From ideal gas equation}
Now this gives V=nRTP
if pressure is maintained constant and temperature is made 4 times (quadrupled), then volume also becomes 4 times
So, C is the correct answer.

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