Question

Prove that the volume of any gas at 273°C is twice of its volume at 273 Kelvin at constant pressure.

Answer 1

Temperature = 273

We know,

Charles Law

i.e $V_t = V_o \lgroup 1+ \frac{t}{273} \rgroup$

Now here,

$V_t = V_o (1+ \frac{273}{373} )$
$V_t = V_o (1+1)$
$V_t = 2 V_o$

Hence Proved!

Good Studies!