Question in the attachment!
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Answers
Answer:
question:- A flask of volume V containing few drops of a liquid 'X' is filled with air so that the pressure in flask is 700 mm. Then the contents are shifted to another flask of volume 2 at the same temperature. What would be the pressure (in mm) in the new flask if the vapour pressure of liquid X' is 100 mm that temperature?
Sol.
Pr = 200 mm Hg PHO = 93 mm Hg
PH20 = 93 mm Hg
P1 = 200 mmHg 93 mmHg = 107 mmHg
We know, P V = K at constant T.
P1V1 = P1V2
107 x1= P2 x 2
P2 = 53.5 mm Hg
Pmix = (53.5+ 93) mmHg 146.5 mm Hg
hope it helps you!!
Heya mate,
Let V1 be the volume of liquid X in the original flask.
Given pressure of flask P1 = 700 mm Hg.
The another volume is = V/2 ( volume of the new flask which is shifted from the previous flask ).
Given, vapour pressure of liquid X in new flask = 100 mm Hg.
So, by applying Boyle's Law, we get:
- P1 × V1 = P2 × V2
- 700 × V/V = P2 × 1/2
- 700 × 1 = P2 × 1/2
- Therefore, P2 = 700 × 2 = 1400 mm Hg.
- Now, the vapor pressure exerts on the liquid, so the pressure of the liquid X in the new flask is = 1400 + 100 = 1500 mm Hg.
So, The required answer is = 1500 mm Hg.