gas occupies 900.0 mL at a temperature of 27.0 °C. What is the temperature if the same gas now has a volume of 1.75 L?
By using Charles Law,
V1T1=V2T2\frac{V_1}{T_1}=\frac{V_2}{T_2}T1V1=T2V2
Given in question, V1=900 ml,T1=27°C=(273+27)K=300KV_1=900\ ml,T_1=27\degree C=(273+27)K=300KV1=900 ml,T1=27°C=(273+27)K=300K
V2=1.75 L=1750 ml,T2=?V_2=1.75\ L=1750\ ml, T_2=?V2=1.75 L=1750 ml,T2=?
Substituting these values,
900300=1750T2 ⟹ T2=583.33 K\frac{900}{300}=\frac{1750}{T_2}\implies T_2=583.33\ K300900=T21750⟹T2=583.33 K
Or, T2=(583.33−273)°C=310.33°CT_2=(583.33-273)\degree C=310.33\degree CT2=(583.33−273)°C=310.33°C
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