Keeping the pressure constant,
V∝TV\propto TV∝T or,
V1T1=V2T2\frac{V_1}{T_1}=\frac{V_2}{T_2}T1V1=T2V2 And V1=30 dm3,T1=25°C=298KV_1=30 \ dm^3,T_1=25\degree C=298 KV1=30 dm3,T1=25°C=298K
V2=1 dm3,T2=?V_2=1 \ dm^3,T_2=?V2=1 dm3,T2=?
On substituting values,301=298T2\frac{30}{1}=\frac{298}{T_2}130=T2298 ⟹ \implies⟹ T2=9.93 K=(9.93−273)°C=−263.07°CT_2=9.93\ K=(9.93-273)\degree C=-263.07\degree CT2=9.93 K=(9.93−273)°C=−263.07°C
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