Home
Class 12
CHEMISTRY
{:(,"Column I",,"Column II",),((A),"In 1...

`{:(,"Column I",,"Column II",),((A),"In 1 M aqueous NaoH, weight % of NaOH is " (d_("solution") = 2 gm//ml),(P),20,),((B),"Molarity of '22.4 V' " H_(2)O_(2) " solution" ,(Q),10,),((C ),"Molality of 20 ppm aqueous NaOH solution",(R ),3,),((D),"Mass % of " SO_(3) "in 102.25 % oleum sample",(S),2,),(,,(T),5 xx 10^(-4),):}`

Text Solution

Verified by Experts

The correct Answer is:
(A) = S, (B) = S, (C ) = T, (D) = Q

(A) 1 M aq. NaOH solution
Mass of solute = 40 gm
Mass of solution `= (1000 xx 2)`
= 2000 gm
`% (w//w) = (4)/(2000) xx 100 = 2%`
(B) `M = (V)/(11.2) rArr (22.4)/(11.2) = 2M`
(C ) 20 ppm NaOH (aq) solution mass of solution = 20 gm
Mass of solution `= 10^(6) gm ~=` mass of solvent
Molality `= ((20//40))/(10^(6)) xx 1000 = (1)/(2) xx 10^(-3)`
`rArr 0.5 xx 10^(-3)`
`rArr 5 xx 10^(-4)`
(D) 102.25% Oleum sample
2.25 gm of `H_(2)O`
`{:(SO_(3),+,H_(2)O,rarr,H_(2)SO_(4),),((1)/(8)mol,,(2.25)/(18) = (1)/(8) mol,,,):}`
% mass of `SO_(3) = ((1)/(8) xx 80)/(100) xx 100 = 10%`
Promotional Banner

Topper's Solved these Questions

Similar Questions

Explore conceptually related problems

The molarity of 20% by mass H_(2)SO_(4) solution of density 1.28 g cm^(-3) is :

4 g of NaOH are present in 0.1 dm^(3) solution have (a) mole fraction of NaOH , (b) molality of NaOH solution, (c ) molarity of NaOH solution, (d) normality of NaOH solution.

The strength of H_(2)SO_(4) solution (in gm/litre), 12 ml of which neutralized by 15ml of (M)/(10) NaOH solution :

The molality of 90% (w/v) H_(2)SO_(4) solution is [density = 1.8 gm // ml ]

What weight of 60% pure NaOH is required to neutralise 100 ml (M)/(1o)H_(2)SO_(4) solution ?

What volume of 0.10 M H_(2)SO_(4) must be added to 50 mL of a 0.10 NaOH solution to make a solution in which molarity of the H_(2)SO_(4) is 0.050M?

The mole fraction of NaOH in its aqueous solution is 0.2 and density of this solution is 1.12 gm/ml then molarity of the solution is -

Find % (w/v) of 20% (w/w) H_(2)SO_(4) solution, if density of solution is 1.2 gram/ml.