At 0-o-C temperature and 1 atmospheric pressure a given mass of gas occupies a volume of 273cc- Its volume the same pressure and 50-0- C is323cc273cc546cc112cc

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Toppr Admin · Accepted Answer

At a given pressure- V -x3B1- TProvided the temperature is written in KelvinV1T2-V2T1Here V1-273cc-xA0-and T1-273K-xA0-and T2-323KPutting this- we getV2-323cc

At 0 $^{o}$ C temperature and $1$ atmospheric pressure a given mass of gas occupies a volume of $273 c c$ . Its volume at the same pressure and at $50^{0}$ C is

$323 c c$
$273 c c$
$546 c c$
$112 c c$

At a given pressure, V $α$ T
Provided the temperature is written in Kelvin
$V_{1} T_{2} = V_{2} T_{1}$
Here $V_{1} = 273 c c$ and $T_{1} = 273 K$ and $T_{2} = 323 K$
Putting this, we get
$V_{2} = 323 c c$

At 0oC temperature and 1 atmospheric pressure a given mass of gas occupies a volume of 273cc. Its volume at the same pressure and at 500 C is323cc273cc546cc112cc

At a given pressure, V α TProvided the temperature is written in KelvinV1T2=V2T1Here V1=273cc and T1=273K and T2=323KPutting this, we getV2=323cc

At 0 $^{o}$ C temperature and $1$ atmospheric pressure a given mass of gas occupies a volume of $273 c c$ . Its volume at the same pressure and at $50^{0}$ C is

$323 c c$
$273 c c$
$546 c c$
$112 c c$

At a given pressure, V $α$ T
Provided the temperature is written in Kelvin
$V_{1} T_{2} = V_{2} T_{1}$
Here $V_{1} = 273 c c$ and $T_{1} = 273 K$ and $T_{2} = 323 K$
Putting this, we get
$V_{2} = 323 c c$