A binary liquid mixture of components A and B exhibits an azeotrope at a specific composition. Which of the following statements is ALWAYS true about this azeotropic mixture?
The composition of the vapor phase is identical to the composition of the liquid phase.
The boiling point of the azeotrope is the average of the boiling points of pure A and B.
The azeotrope can be separated into pure A and B by fractional distillation.
The azeotrope always shows a positive deviation from Raoult's Law.
Related Questions
The number of moles of that will be needed to react completely with one mole of oxalate ion in acidic solution is
A mixture of two volatile liquids A and B shows a negative deviation from Raoult's law. Which of the following statements is INCORRECT regarding this mixture?
The enthalpy of mixing is negative.
The volume of mixing is negative.
The boiling point of the mixture is lower than that predicted by Raoult's law.
The intermolecular forces between A and B are stronger than the A-A and B-B interactions.
If 1 kg of solvent contains 2 moles of solute, what is the molality of the solution?
1 molal
2 molal
0.5 molal
4 molal
Which of the following methods is NOT suitable for concentrating a protein solution?
Simple distillation
Ultrafiltration
Lyophilization
Dialysis against a concentrated polymer solution
1 gram of sodium hydroxide was reacted with of sulfuric acid (). What mass of sodium hydroxide remains unreacted?
0 g
0.2 g
0.4 g
0.6 g
Chromite ore is concentrated by:
Magnetic separation
Froth flotation
Leaching
Gravity separation
The least count of burette used normally in laboratory is :
0.1 mL
0.01 mL
0.2 mL
0.02 mL
For the reaction : ; if are equivalent masses of and respectively, then is :
1
2
3
4
100g of a liquid A (molar mass 140 g/mol) and 100g of liquid B (molar mass 70 g/mol) form an ideal solution. What is the mole fraction of B in the vapor phase? (Assume mmHg and mmHg)
1/3
2/3
1/2
3/4
When one mole of reacts with , the volume of chlorine liberated at will be:
11.2 litre
22.4 litre
44.8 litre
56.0 litre