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At 10° C the value of the density of a fixed mass of an ideal gas divided by its pressure is x. At 110°C this ratio is:
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- X
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383 x 283 -
10 x 110 -
283 x 383
Correct Option: D
Let the mass of the gas be m.
At a fixed temperature and pressure, volume is fixed.
| Density of the gas, ρ = | ||
| V |
| Now | = | = | |||
| P | PV | nRT |
| ⇒ | = x(By question) | |
| nRT |
⇒ xT = constant ⇒ x1T1 = x2TB
| ⇒ x2 ⇒ | = | x | ||
| T2 | 383 |
![]() | ![]() | |||
| T1 | = | 283K | ||
| T2 | = | 383K |

