The critical micelle concentration CMC of a cationic colloidal electrolyte is 10^(-3 )M . If 1 mm^3 contains 10^13 micelles, the number of cations…

Question

The critical micelle concentration CMC of a cationic colloidal electrolyte is 10^(-3 )M . If 1 mm^3 contains 10^13 micelles, the number of cations making one micelle is (Given, N_A=6.0×10^(23 )mol^(-1) )

MARKS Content Team · Accepted Answer

Correct answer: 60.00. At CMC, the number of cationic colloidal particles =10^(-3)×6.0×10^23= 6.0×10^20 per L Therefore, number of particles per mm^3 = (6.0×10^20)/(10^6)∵1L=10^6mm^3 = 6.0×10^14 particles/ mm^3 Number of micelles in 1 mm^3= 10^13 (given) Number of cations forming one micelle =(6.0×10^14)/(10^13) =60 cations

The critical micelle concentration $(CMC)$ of a cationic colloidal electrolyte is $10^{- 3} M$ . If $1 {mm}^{3}$ contains $10^{13}$ micelles, the number of cations making one micelle is
(Given, $N_{A} = 6.0 \times 10^{23} {mol}^{- 1}$ )

Solution

More Surface Chemistry Questions

The critical micelle concentration CMC of a cationic colloidal electrolyte is 10-3 M . If 1 mm3 contains 1013 micelles, the number of cations making one micelle is (Given, NA=6.0×1023 mol-1 )

Solution

More Surface Chemistry Questions

The critical micelle concentration $(CMC)$ of a cationic colloidal electrolyte is $10^{- 3} M$ . If $1 {mm}^{3}$ contains $10^{13}$ micelles, the number of cations making one micelle is
(Given, $N_{A} = 6.0 \times 10^{23} {mol}^{- 1}$ )