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WEAK ACIDS AND BASES, Lecture notes of Chemistry

It is, therefore, governed by an equilibrium constant; Ka for acids ... Calculate the Kb for the weak base B, if a 0.00365 M solution of that.

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– 163 –
WEAK ACIDS AND BASES
[MH5; Chapter 13]
Recall that a strong acid or base is one which completely ionizes in
water...........
In contrast a weak acid or base is only partially ionized in aqueous
solution..................
The ionization of a weak acid or base in water is an equilibrium
situation.
It is, therefore, governed by an equilibrium constant; K
a
for acids
and K
b
for bases.
We write these equilibrium constants as:
pf3
pf4
pf5
pf8
pf9
pfa
pfd
pfe
pff
pf12
pf13
pf14
pf15
pf16
pf17
pf18
pf19
pf1a
pf1b
pf1c
pf1d
pf1e
pf1f
pf20
pf21
pf22
pf23
pf24
pf25
pf26
pf27
pf28
pf29
pf2a
pf2b
pf2c
pf2d
pf2e
pf2f
pf30
pf31

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WEAK ACIDS AND BASES

[MH5; Chapter 13]

  • Recall that a strong acid or base is one which completely ionizes in water...........
  • In contrast a weak acid or base is only partially ionized in aqueous solution..................
  • The ionization of a weak acid or base in water is an equilibrium situation.
  • It is, therefore, governed by an equilibrium constant; K (^) a for acids and Kb for bases.
  • We write these equilibrium constants as:

Notice that....

  • [H 2 O] (constant at. 55.6 M) does not appear in K (^) a or Kb.
  • The larger the K (^) a the stronger the acid; the larger the K (^) b the stronger the base.

EXAMPLE: CCR 3 COOH; Ka = 2.0 x 10–1^ is a stronger acid than CH 3 COOH; Ka = 1.8 x 10-

CH 3 NH 2 ; Kb = 6.4 x 10-4^ is a stronger base than NH 3 ; Kb = 1.8 x 10-

  • H’s on C are not (generally) acidic in water - e.g. CH 3 COOH monoprotic (one H +) and one Ka
  • We may define pKa analogous to pH and pK (^) w :

pKa = - log Ka pKb = - log Kb

EXAMPLES: pKa for CCR 3 COOH = 0.70 [ - log (2.0 x 10 -1^ )] pKa for CH 3 COOH = 4.74 [ - log (1.8 x 10 -5^ )]

pKb for CH^3 NH^2 = 3.19^ [ - log (6.4 x 10^ -4^ )] pKb for NH 3 = 4.74 [ - log (1.8 x 10 -5^ )]

  • Because of the minus sign, the smaller the value of K (^) a or Kb the larger the value of pK (^) a, or pKb

OR

  • The weaker the acid or base, the larger the pK (^) a or pKb ..........
  • If x is negligible compared to 0.10 molL —1^ :

So...

  • In this case, x is about 1.3% of 0.10, a negligible error within the accuracy of the original data we were given.
  • If we were to solve the equation exactly, x = 1.333 × 10—3^ M, so the approximate answer 1.342 × 10 —3^ M only differs from the exact answer by 0.009 × 10 —3^ , an ”error” of less than 1%.

General Guideline:

  • This (^) assumption ; a ‘negligible’ amount of the acid being ionized - is acceptable if x # 5% of the initial concentration of acid......
  • This will generally be the case if the concentration of the acid, c , divided by the Ka value is > 100.

EXAMPLE: [CH 3 COOH] = 0.10 M; Ka = 1.8 × 10 —

Test the assumption that c - x. c:

  • The quantity [x /c] x 100 is called the degree of dissociation, expressed on a % basis; may also be called percent dissociation or ionization.

Percent = Amount dissociated x 100% dissociation Original amount

=

  • We can also use x to calculate pH; because in a weak acid equilibrium; x = [H +^ ]

[H +^ ] = 1.34 × 10 —3^ M, therefore pH = 2.

  • The degree of dissociation increases as the solution is diluted, although [H+^ ] decreases.

EXAMPLE: For solutions of HF in water: Ka for HF = 6.7 x 10 —

Initial [HF] Equil. [H +^ ] % Dissoc. pH 1.0 2.6 x 10 —2^ 2.6 1. 0.1 7.9 x 10 —3^ 7.9 2. 0.01 2.3 x 10 —3^22 2. decreasing increasing increasing

EXAMPLE 1:

Nitrous acid, HNO 2 has a Ka value of 6.0 x 10 —^. Calculate the initial concentration of HNO 2 if a solution of this acid has a pH of 3.65.

EXAMPLE 2:

A 0.025 M solution of formic acid, HCOOH, has a pH of 2.75. a) Calculate the % ionization of this solution. b) Calculate the K (^) a for formic acid.

EXAMPLE 1:

What is the % ionization and pH of a solution of a 0.085 M solution of NH 3? [Kb = 1.8 x 10 —5^ ]

EXAMPLE 2:

A solution of methylamine, CH 3 NH 2 , has a pH of 10.45. Calculate the initial concentration of methylamine in this solution. [Kb of CH 3 NH 2 = 6.4 x 10 — 4^ ]

Reactions of Conjugate Species

  • Every weak acid (HA), will produce its conjugate base (A—^ ) when it ionizes in water.
  • The conjugate base of any acid is the species that is obtained from the acid by removal of one H +^ (or proton).
  • Every weak base (B), will produce its conjugate acid (BH +^ ) when it ionizes in water.
  • Similarly, the conjugate acid of any base is the species that is obtained from the base by addition of a proton (or H +^ ).
  • It is essential to realize that in any conjugate acid/base pair, the acid always has one more H than the base!
  • You must be able to recognize conjugate bases and acids, based on the original weak acid or base!

EXAMPLES:

  • Consider the weak acid HNO 2 ; its conjugate base is NO 2 —^.
  • Now look at the weak base NH 3 ; its conjugate acid is NH 4 +^.
  • HNO 2 / NO^2 —^ and^ NH^3 / NH^4 +^ are^ conjugate acid-conjugate base pairs [differing by one H +^ ]
  • How do these conjugate species behave?
  • What happens if you react them with water?
  • Consider the generic weak acid, HA ; its conjugate base is A—.
  • This species will act as a base:
  • This reaction is often called hydrolysis.
  • What is Kb for A —^ , and how is it related to K (^) a for HA?
  • Or...to get the same result, we could add the equations, and then (as we have seen earlier in these notes; p. 137) their K’s are multiplied:
  • Now look at the generic weak base B , whose conjugate acid is BH +.
  • BH +^ will act like an acid.......
  • We also call this a hydrolysis reaction.
  • We can determine K (^) a for this conjugate acid in the same manner as we determined K (^) b for a conjugate base previously..................
  • As was the case with the weak acids, the (^) weaker the base, the more acidic is its conjugate acid.

EXAMPLE 1: NH 3 is a weak base; K (^) b = 1.8 x 10—5^ ; pKb = 4. NH 4 +^ (conjugate acid of NH 3 ); pK (^) a = Ka (NH 4 +^ ) =

EXAMPLE 2:

Aniline, C 6 H 5 NH 2 , is a very weak base; Kb = 4.0 x 10—10^ ; pKb = 9. C 6 H 5 NH 3 +^ (conjugate acid of C 6 H 5 NH 2 ) ; pK (^) a = Ka =

Salts

  • You may have noticed that the conjugate base of a weak acid, or the conjugate acid of a weak base is always an ion.
  • So where does this ion come from?
  • It is always produced when the “parent” weak acid or base ionizes, but these conjugate species can be also be found in ionic compounds.
  • And ions are formed when an ionic solid is dissolved in water........
  • Remember those solubility rules ????
  • This is where they come in handy; so you will know whether or not a solid will dissolve in water to produce ions!!
  • First we consider salts that yield the conjugate base of a weak acid.
  • Recall that the conjugate base will always behave like a base when in aqueous solution: B + H 2 O º BH +^ + OH —

EXAMPLE 1: Consider the salt CH 3 COONa. In water........

  • The CH 3 COO —^ will now undergoes hydrolysis with water.............
  • The ion that is the conjugate species of a weak acid or base is the species that will undergo the hydrolysis with water.
  • Remember that a conjugate species differs from its “parent” species by only one H +^ !!

EXAMPLE 2:

A 0.0285M solution of the sodium salt, NaA of the weak monoprotic acid, HA, has a pH of 9.65. Calculate K (^) a for the acid, HA.

  • Salts that produce the conjugate acids of weak bases will exhibit acidic behaviour in solution................

HA + H 2 O º H 3 O +^ + A —

EXAMPLE 1:

The salt in question is NH 4 CR. In water:

The NH 4 +^ is the conjugate acid of NH 3 , so in water...

EXAMPLE 2: Calculate the pH of a solution of 0.175 M NH 4 NO 3.

In water:

Then.....