Solution.
T1=34oC=307K;T_1=34^oC=307K;T1=34oC=307K;
P1=1.02atm;P_1=1.02atm;P1=1.02atm;
P2=1.34atm;P_2=1.34atm;P2=1.34atm;
V=const;V=const;V=const;
P1T1=P2T2 ⟹ \dfrac{P_1}{T_1}=\dfrac{P_2}{T_2}\impliesT1P1=T2P2⟹ T2=T1P2P1;T_2=\dfrac{T_1P_2}{P_1};T2=P1T1P2;
T2=307K⋅1.34atm1.02atm=403K=130oC;T_2=\dfrac{307K\sdot1.34atm}{1.02atm}=403K=130^oC;T2=1.02atm307K⋅1.34atm=403K=130oC;
Answer: T2=130oC.T_2=130^oC.T2=130oC.
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