Question
use a table of ka and kb to determine pH of the 0.10 M CH3NH3Cl
d. 0.10 M CHÁNH,CI 4. Use the table of K and K values to predict whether a solution of NH CN is acidic, basic, or neutral. Ex
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Answer #1

CH3NH3Cl is a salt weak base CH3NH2 and strong acid HCl.

CH3NH3Cl + H2O  \rightleftharpoons CH3NH2 + HCl

CH3NH3+ + H2O \rightleftharpoons CH3NH2 + H+

ICE table is

CH3NH3- CH3NH2 H+
I C - -
C -C\alpha +C\alpha +C\alpha
E C - C\alpha C\alpha C\alpha

Dissociation constant is Kh , degree of dissociation is \alpha

kn = [CH3 NH2] [H+] [CH3 NH3t] [CH3 NH2] [H* ] [ok] [elg NH3] [own] on, Kn= Kw I or kh= - lid KbK, — ск к се — — к 1-2 ²1 kn = caz a is very less, hence ... K, - ск- or, x= SkoleLºnJ Kw = [H+] [OH-] K6 = [CH3 NH 3t] [of] [CH3NH2] l [ht] = ca ex J Khile гн*] - (x on, - 108 [H+] = - Rog (Ukaxe) - 24 ( Ku

Or, - log[H+] = - Invalid Equation log Kw + Invalid Equation logKb - Invalid Equation logC

pH = Invalid EquationpKw - Invalid EquationpKb - Invalid EquationlogC

Or, pH = 7 - Invalid Equation (3.36 ) - Invalid Equation log(0.10)

Or, pH = 7 - 1.68 + 0.5

Or, pH = 5.82

[ Kb of CH3NH2 = 4.36×10-4, or pKb = 3.36]

4.

NH4CN is salt of weak acid and weak base

Hence,

pH = 7 + Invalid Equation (pKa - pKb)

Ka of HCN = 4.9×10-10, pKb = - logKb = - log(4.9×10-10) = 9.3

Kb of NH3 = 1.8×10-5 . Or, pKa = 4.75

Hence, pH = 7 + Invalid Equation ( 9.30 - 4.75) = 7 + 2.275 = 9.275

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