The temperature which the volume of ideal gas is zero is-274 K-273-o-C273-o- C-273 K

Question

Toppr Admin · Accepted Answer

From ideal gas equation- PV-nRTThis gives V-nRTPNow V tends to zero when T tends to zero where T is in KelvinSo- volume becomes 0 only when temperature - 0K-x2212-273-x2218-C

The temperature at which the volume of ideal gas is zero is:

$+ 274 K$
$- 273^{o} C$
$273^{o} C$
$- 273 K$

From ideal gas equation, $P V = n R T$
This gives $V = \frac{n R T}{P}$
Now V tends to zero when T tends to zero where T is in Kelvin
So, volume becomes 0 only when temperature = $0 K = - 273^{\circ}$ C

The temperature at which the volume of ideal gas is zero is:+274K−273oC273oC−273K

From ideal gas equation, PV=nRTThis gives V=nRTPNow V tends to zero when T tends to zero where T is in KelvinSo, volume becomes 0 only when temperature = 0K=−273∘C

The temperature at which the volume of ideal gas is zero is:

$+ 274 K$
$- 273^{o} C$
$273^{o} C$
$- 273 K$

From ideal gas equation, $P V = n R T$
This gives $V = \frac{n R T}{P}$
Now V tends to zero when T tends to zero where T is in Kelvin
So, volume becomes 0 only when temperature = $0 K = - 273^{\circ}$ C