Benzene and toluene form nearly ideal solution. At a certain temparature, calculate the vapour pressure of the solution containing equal moles of two substances.
[Given: pure partial pressure of benzene=150 mm of Hg, pure partial pressure of toluene=55 mm of Hg]
Answers
Answered by
54
Final Answer: 102.5 mm Hg
Steps:
1)
We have,
[tex] P^{o} _{Benzene} = 150\: mm \:Hg \\ P^{o} _{Toluene} = 75\: mm \:Hg \\ [/tex]
2) And , Both components are of equal moles;
So, Mole Fraction
3)
Since ,Benzene and Toluene are non-reacting gases .
By Daltons Law of Partial Pressure:
In a mixture of non recting gases ,the totalpressure exerted is equal to the sum of the partial pressure of Individual gases .
[tex] P_{Total} = P^{o}_{Benzene} x_{Benzene} + P^{o}_{Toluene} x_{Toluene} \\ P_{Total} = 170 \times 0.5 \:\: + 55\times 0.5 \\ \\ \:\:\:\:\:\: = 102.5mmHg [/tex]
Hence ,Total Pressure exerted by vapours of given components is 102.5 mm Hg .
Steps:
1)
We have,
[tex] P^{o} _{Benzene} = 150\: mm \:Hg \\ P^{o} _{Toluene} = 75\: mm \:Hg \\ [/tex]
2) And , Both components are of equal moles;
So, Mole Fraction
3)
Since ,Benzene and Toluene are non-reacting gases .
By Daltons Law of Partial Pressure:
In a mixture of non recting gases ,the totalpressure exerted is equal to the sum of the partial pressure of Individual gases .
[tex] P_{Total} = P^{o}_{Benzene} x_{Benzene} + P^{o}_{Toluene} x_{Toluene} \\ P_{Total} = 170 \times 0.5 \:\: + 55\times 0.5 \\ \\ \:\:\:\:\:\: = 102.5mmHg [/tex]
Hence ,Total Pressure exerted by vapours of given components is 102.5 mm Hg .
Answered by
7
Answer: 112.5
The solution is given in the pic
Attachments:
Similar questions