Another sample problem: calculate the pH of 1.0x10-8 M KOH. Answer: -log[OH-] = 8 pOH pH = 14pOH = 6 Wait...is it even possible for a KOH solution to have pH = 6? The autoionization of water can no longer be neglect when the electrolyte's concentration is low (-10-7). . == Answer: use the systematic treatment of equilibrium [H][OH] = Kw [K] + [H] = [OH] [K] 1.0 × 108 M = Eq1 Eq2 Eq3 ī 125 11- 12 3 KOH Hör -2-3455 Systematic treatment required here

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Another sample problem: calculate the pH of 1.0×10-8 M KOH.
Answer:
pOH = -log[OH-] = 8
pH = 14pOH = 6
Wait...is it even possible for a KOH solution to have pH = 6?
• The autoionization of water can no longer be neglect when the
electrolyte's concentration is low (-10-7).
Answer: use the systematic treatment of equilibrium
[H][OH] = Kw
[K] + [H] = [OH¯]
[K] 1.0 X 10-8 M
Eq1
Eq2
Eq3
125
11
10
OF
7
5
3-
КОН
HB
Systematic
treatment
required
here
-345-6-7-8
Inn (concentration)
-9-10
Transcribed Image Text:Another sample problem: calculate the pH of 1.0×10-8 M KOH. Answer: pOH = -log[OH-] = 8 pH = 14pOH = 6 Wait...is it even possible for a KOH solution to have pH = 6? • The autoionization of water can no longer be neglect when the electrolyte's concentration is low (-10-7). Answer: use the systematic treatment of equilibrium [H][OH] = Kw [K] + [H] = [OH¯] [K] 1.0 X 10-8 M Eq1 Eq2 Eq3 125 11 10 OF 7 5 3- КОН HB Systematic treatment required here -345-6-7-8 Inn (concentration) -9-10
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