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Two solutions having same osmotic pressu...

Two solutions having same osmotic pressure are called _____ solution .

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Fill in the blanks : Solutions having same osmotic pressure are called ………… solution.

Two solution of equal Osmotic pressure are known as

In two solution having different osmotic pressure, the solution of higher osmotic pressure is called :

Two solutions have different osmotic pressures. The solution of lower osmotic pressure is called:

Osmotic pressure of 40% (wt./vol.) urea solution is 1.64 atm and that of 3.42% (wt./vol.) cane sugar is 2.46 atm. When equal volumes of the above two solutions are mixed, the osmotic pressure of the resultng solution is:

MBD PUBLICATION-SOLUTIONS-QUESTION BANK
  1. On adding a solute, vapour pressure .

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  2. With increase of altitude, the boiling point of water (increase,decrea...

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  3. Two solutions having same osmotic pressure are called solution .

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  4. On adding a solute, freezing point of solution .

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  5. Solubility of a gas in liquid, increases with rise of temperature .

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  6. How does the boiling point of a liquid change with decrease in atmosph...

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  7. Vapour pressure of solution decreases with in temperature.

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  8. On adding a solute, vapour pressure .

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  9. State henry's law.

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  10. Define mole fraction .

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  11. Calculate the molarity when 73 grams of HCl is dissolved in water to m...

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  12. What do you understand by osmotic pressure ?

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  13. Define molality. 29.25 gms of NaCl are present in 529.25 gms of solut...

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  14. 5.85 g of NaCl is dissolved in 90 g water what is the mole fraction of...

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  15. Derive the relationship between elevation in boiling point and molar m...

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  16. Compare the osmotic pressures of the following two solution at the sam...

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  17. Arrange the following in increasing order of their vapour pressure at ...

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  18. How does the vapour pressure of a liquid change with intermolecular fo...

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  19. In which type of liquid, an ionic solid will go into solution ?

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  20. What type of change takes place when suger is dissolved in a cup of te...

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