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Calculate Osmotic Pressure of a solution obtained on mixing 100 mL of 3.4% `(wt/vol) "solution of area" (Mol.wt 60) "and" 50 mL "of" 1.6% (wt//vol) "solution of canesugar" (Mol.Wt 342) "at" 27^(@)`

A

9.704

B

10

C

12.74

D

15

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Calculate the osmotic pressure of a solution obtained by mixing 100 cm^(3) of 1.5% solution of urea (mol. Mass=60) and 100 cm^(3) of 3.42% solution by cane sugar (mol. Mass = 342) at 20^(@)C . (R=0.082 litre atm/deg/mole)

Calculate osmotic pressure of a solution obtained by mixing 100 mL of 3.4% solution "(weight/volume)" of urea "(molecular weight 60)" and 100 mL of 1.6% solution "(weight/volume)" of cane sugar "(molecular weight 342)" at 20^(@)C .

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What is the osmotic pressure of 12% solution of can sugar (mol.wt. 342) at 17^(@)C

The osmotic pressure of a 5% (wt/vol) solution of cane sugar at 150^@C is

Osmotic pressure of solution containing 0.6 g urea and 3.42 g sugar in 100 ml at 27^@C

A solution obtained by mixing 100 mL of 20% solution of urea (molar mass =60) and 100 mL of 1.6% solution of cane sugar (molar mass =342) at 300 K . (R=0.083 L bar K^(-1) mol^(-1) ). Calculate a.Osmotic pressure of urea solution b.Osmotic pressure of cane sugar solution c.Total osmotic pressure of solution

A 3.42% (wt. // vol.) solution of cane sugar is isotomic with a 5.96% (wt. // vol.) solution of raffinose. The molecular weight of raffinose is:

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