Solutions
In which case van't Hoff factor is maximum (assuming no hydrolysis)?
At same temperature which pair of the following solutions are isotonic?
Isotonic solutions have the same osmotic pressure and same molar concentration.
The solution of $$0.1M$$ $$Ba(NO_3)_2$$ and $$0.1M$$ $$Na_2SO_4$$ are isotonic.
The osmotic pressure of $$0.1M$$ $$Ba(NO_3)_2$$
$$=iMRT=3\times 0.1RT=0.3RT$$
Osmotic pressure of $$0.1$$M $$Na_2SO_4$$
$$=iMRT=3\times 0.1RT=0.3RT$$
The correct answer is "The solution of $$0.1M$$ $$Ba(NO_3)_2$$ and $$0.1M$$ $$Na_2SO_4$$ are isotonic".
In which case van't Hoff factor is maximum (assuming no hydrolysis)?
The value of van't Hoff factors for $$KCl, NaCl$$ and $${K}_{2}{SO}_{4}$$, respectively, are :
If $$\alpha$$ is the degree of dissociation of $${Na}_{2}{SO}_{4}$$, the vant Hoff's factor ($$i$$) used for calculating the molecular mass is:
Which of the following salt has the same value of Van't Hoff factor i as that of $$K_3 [Fe(CN)_6]$$?
The Van't Hoff factor, i for a $$0.2$$ molal aqueous solutions of urea is:
The Van't Hoff factor for sodium phosphate would be:
A $$1.2$$% of solution of $$NaCl$$ is isotonic with $$7.2$$% of solution of glucose. Calculate the van't Hoff's factor of $$NaCl$$ solution.
The freezing point of a solution containing 5.85 g of $$NaCl$$ in 100g of water is $$-3.348^o$$C. Calculate van't Hoff factor 'i' for this solution. What will be the experimental molecular weight of NaCI? ($$K_f$$ for water = $$1.86 K kg mol^{-1}$$, at. wt. Na = 23, Cl = 35.5)