**1**
skygirl
**·**2009-04-04 18:41:52
this is not the way... there is a very nice concept in this question...

which i am able to 'feel' but cudn workout..

see, let the vap pr of soln initially was Po.

now, if we reduce the pressure by Î”P to P' ... then **to maintain the initial vap pr** some A and some B vaporizes to become vapours **such dat the mole fractions of A and B in the vapour is retained.**

now, mole fraction of A and B in vapour is obviously â‰ their mole fractions in the solution.

**1**
Sameer Yadav
**·**2019-03-17 21:48:28
Answer is 44.4mm(approx.)

Here's the solution:

For last drop the mole fraction is 3/5 and 2/5 approximately...but these are the mole fraction in Vapour Phase and not in liquid phase.

A is toluene...and B is benzene

according to formula:

\frac{1}{Ps}=\frac{Ya}{Pa}+\frac{Yb}{Pb}Put values:

Ya = 3/5

Pa = 32.06 mm

Yb = 2/5

Pb = 103.01 mm

Value of Ps is 44.4(approx.)

Thank You

I Hope This will Help You

**1**
skygirl
**·**2009-04-04 22:01:22
YES! I GOT IT NOW!

the concept is dat only which i had explained above...

**we need to fing that pressure for which the mole fractions of A and B in vapour becomes 3/5 and 2/5 ...**

**why--->> that is the mole fraction in liq state... so, if whole liq becomes vapour, then the mole fractions of A and B in the vapour becomes same as that in liq initially..**

now, if P is the vapour pressure at that instant ;

mole fraction of A =xA

...................... B =xB

then, 1/P = xA/P^{0}_{A} + xB/P^{0}_{B} ... [the same formula used by mrnobody1]

=> 1/P = 3/5/32.06 + 2/5 /103.01

=> P= 44.183 mm â‰ˆ 44.2 mm

**1**
JOHNCENA IS BACK
**·**2009-04-04 20:26:15
but mrnobody why to substitue mole fractions 2/5 and 3/5.according to what concept u substituted it.please explain.

**1**
Samarth Kashyap
**·**2009-04-04 20:19:30
derive the expression for total pressuer using mole fraction in the vapour phase(it can be done using daltons law... everybody please try it)

(1/p)=X_{a}/p_{a}^{0} + X_{b/pb0}

substituting for mole fractions 2/5 and 3/5 and p^{0} values u get

P=44.26mm

**1**
JOHNCENA IS BACK
**·**2009-04-04 19:49:28
everybody nice going....well try.i hope soon we will get the concept as well as correct answer behind the question.

**1**
skygirl
**·**2009-04-04 18:51:55
@kalyan, dhakkan lagake pani ubalna... saare pani becomes air or wat ?! .. waise... dekhke ati hun :P

kalyan i saw it jus now :P :P :P

water doesnt disappear[3]

**1**
skygirl
**·**2009-04-04 18:46:26
@kalyan, to turn the whole liquid out, the vap pressure need not be equal to atm pressure [boiling point]

coz... the whole story is going on in some closed container i think .. orelse .. all these wont occur...

.......................... processing############################

**11**
Mani Pal Singh
**·**2009-04-04 10:04:17
Y_{A}=p_{1}X_{a}/p_{1}X_{a} + p_{2}X_{b}

and the expression 4 Y_{B} is similar

so

after solving we get

Y_{A}= 0.308

and

Y_{B}= 0.692

**1**
Kalyan Pilla
**·**2009-04-04 15:17:31
Partial pressure of solution is

*P=p*_{a}x_{a}+p_{b}x_{b}

wherein p_{a}is partial pressure of toulene

& x_{a} is mole fraction of toulene.

p_{b} is partial pressure of benzene

& x_{b} is mole fraction of benzene

This gives vapour pressure as **60.44 mm**

__It completely turns as liquid when vapour pressure = atmospheric pressure__

But in order to find this out we either need the volume of container or the information as to pressure is measured in mm of which substance (eg water, mercury etc.)[2][2]

**24**
eureka123
**·**2009-04-04 11:29:22
i maybe commiting blunder

**24**
eureka123
**·**2009-04-04 11:25:32
i am getting P=41 atm

use P_{o}-P_{soln}/P_{o}=n_{solute}/n_{solute}+n_{solvent}

**1**
skygirl
**·**2009-04-04 11:20:47
am missing soomething... this is a real good question...

**1**
JOHNCENA IS BACK
**·**2009-04-04 11:04:07
no,didi.ans. is given as 44.25mm

**1**
JOHNCENA IS BACK
**·**2009-04-04 10:11:33
completely incorrect!!!!!!!!!!!!!!

**11**
Mani Pal Singh
**·**2009-04-04 10:09:44
Y_{A}= mole fraction in the vapour phase

and p_{1}= the p_{o} of toluene

and similarly the other 2

**1**
JOHNCENA IS BACK
**·**2009-04-04 10:07:19
plz write clearly,what is Ya, Yb,Xa,Xb.send clear replies.