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2. The pk, of hypochlorous acid (HOCI) is 7.53. (a) Calculate the k. of HOCI. Given that the pk, of hypobromous acid (HOBr) i

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Answer #1

2. (a) Given, the pKa of hypochlorous acid HOCl = 7.53 and the pKa of hypobromous acid HOBr = 8.63

For HOBr

For HOCl

pKa = 8.63

or, - log Ka = 8.63

or, Ka = 10 - 8.63

∴ Ka = 2.3×10-9

pKa = 7.53

or, - log Ka = 7.53

or, Ka = 10 - 7.53

∴ Ka = 2.95×10-8

The required value of Ka of HOCl = 2.95×10-8

We know that, greater value of Ka (i.e. lower value of the pKa), stronger the acid due to greater the ability to donate H+ ions in aqueous solution.

Since, pKa (HOCl) < pKa (HOBr)

So, HOCl is stronger acid than that of HOBr.

(b) The reaction related to Ka is given by-

HOCl (aq) +

H2O (l)

H3O+ +

OCl-

(WA)

(CB)

                                                Ka = [H3O+] [OCl-] / [HOCl] [H2O]

(c) [H3O+] or [H+] can be calculated as follows:

            [H+] = √(Ka × Ca)       

where,             Ka = dissociation constant = 2.95×10-8

and Ca = conc. of acid            = 0.15 M

or, [H+] = √(2.95×10-8 × 0.15)

or, [H+] = √(4.4×10-9) = 6.6×10-5

∴ [H3O+] or [H+] = 6.6×10-5

∴ pH = -log [H+] = - log [6.6×10-5] = 4.18

(d) Degree of dissociation (α) = [H+] / Ca = (6.6×10-5) / (0.15) = 0.00044

Percent of dissociation = (0.00044/0.15) × 100 % = 0.29 %

With dilution % of dissociation will increase.

Because with dilution conc. of water increases and equilibrium shift towards right side. Thus, increases the donation of proton and hence % of dissociation increases.

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