Question is ⇒ Degrees of freedom will be equal to the number of components for a system comprising of, Options are ⇒ (A) only soluble liquid components., (B) partially miscible two liquid components system having two phases., (C) two liquid components and one solute (soluble in both the liquids)., (D) none of these., (E) , Leave your comments or Download question paper.

Question is ⇒ Degrees of freedom will be equal to the number of components for a system comprising of, Options are ⇒ (A) only soluble liquid components., (B) partially miscible two liquid components system having two phases., (C) two liquid components and one solute (soluble in both the liquids)., (D) none of these., (E) , Leave your comments or Download question paper. Previous question Next question


Q1.	Degrees of freedom will be equal to the number of components for a system comprising of
A.	only soluble liquid components. [Correct Answer]
B.	partially miscible two liquid components system having two phases. [Wrong Answer]
C.	two liquid components and one solute (soluble in both the liquids). [Wrong Answer]
D.	none of these. [Wrong Answer]
View Answer 1 -1 Explanation:- Answer : A Discuss it below : !! OOPS Login [Click here] is required to post your answer/result Help other students, write article, leave your comments

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⇒ In case of a solution (not of a solid in a liquid), whose total volume is less than the sum of the volumes of its components in their pure states, solubility is
independent of temperature.
increases with rise in pressure.
increased with decrease in pressure.
unchanged with pressure changes.

⇒ The net heat evolved or absorbed in a chemical process, i.e. total change in the enthalpy of the system is independent of the
temperature & pressure.
number of intermediate chemical reactions involved.
state of aggregation & the state of combination at the beginning & the end of the reaction.
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⇒ Osmotic pressure of the solution can be increased by
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⇒ At what temperature, given mass of a gas that occupies a volume of 2 litres at N.T.P. will occupy a volume of 4 litres, if the pressure of the gas is kept constant ?
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1 BTU/ft².hr.°F/ft = 1.488 kcal/m². hr.°C/m
1 BTU/ft².hr.°F/inch = 1.488 kcal/m². hr.°C/m
1 kcal/m.hr.°C = 0.672 BTU/ft.hr.°F = 1.163 W/m. °K
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1 kcal/m².hr.°K = 1.163 W/m².°C
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