ch 17 Flashcards

1
Q

common ion effect

A

the extent of ionization of a weak electrolyte is decreased by adding to the solution a strong electrolyte that has an ion in common with the weak electrolyte.

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2
Q

To calculate the pH when a common ion is involved:4

A
  • Identify the major species in solution, and consider the acidity or basicity.
  • Identify the important equilibrium that is the source of H+ and therefore determines pH
  • Tabulate the concentrations of ions involved in equilibrium. The initial concentration of the common ion is the initial concentration of the strong acid
  • Use equilibrium-constant expression to calculate [H+] and then pH
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3
Q

buffer solution

A

Buffered solutions: solutions that contain weak conjugate acid-base pair that can resist drastic changes in pH upon addition of small amounts of strong acid/strong base.

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4
Q

h h equation

A

Another way to calculate pH of buffer solution: Henderson-Hasselbalch equation: pH=pKa+log[base]/[acid]where [acid] and [base] are the eq. Conc of the conjugate acid base pair. Good for before equilibrium. At midway point: PH=pka

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5
Q

buffer capacity

A

Buffer capacity: amount of acid or base the buffer can neutralize before the pH begins to change an appreciable degree. Depends on the amount of acid and base from which the buffer is made. Greater concentrations of both conjugate acid and base, the more resistant the ratio of the concentrations and pH is to change and greater buffer capacity.

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6
Q

pH range

A

pH range: range over which the buffer acts effectively. When the concentrations of the conj acid and base are the same, the buffer most effectively resists a change in both directions. To maximize range, choose acid whose pKa is close to desired pH. When the conc of one component is more than 10 times conc of other, buffering action is poor.

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7
Q

when strong bases/acids added to buffers3

A
  • Assume strong acids/bases are completely consumed by reactions with buffer (unless buffering capacity is exceeded)
  • To calculate pH: 1) Stoichiometry calculation: Consider acid-base neutralization reaction and determine its effect on [HX] and [X-] (strong acid increases HX, strong base increase X). Calculate new conc. Of components
  • 2)equilibrium calculation: use Ka and new concentrations to calculate [H+] using Henderson-hasselbalch equation.
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8
Q

pH titration curve

A

a pH meter can monitor the progress of a acid-base titration and plot a graph as a function of volume added of titrant vs pH.

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9
Q

strong acid with strong base titration: s curve6

A

Initial pH: determined by initial concentration of strong acid. Should be low.
Between initial pH and equivalence point: as strong base is added, pH increases slowly, then rapidly in vicinity of eqiv point. pH before equiv point is determined by conc of acid that has not been neutralized yet
At equiv point: equal moles of acid and base reacted, leaving only a solution of their salt. pH=7.00 because cation of base and anion of acid do not hydrolyze and don’t affect pH
After equiv point: pH determined by conc of excess base in solution
End point: point in titration where indicator changes color. Closely approximates by not equal to equiv point.
Titrating strong base with strong acid would yield a reflected s curve (pH would be high initially)

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10
Q

weak acid by strong base: s curve

A

Initial pH: pH of weak acid
Between initial pH and equiv point: solutioin contains mixture of weak acid and anion of acid (being neutralized by OH). To find pH: determine conc of weak acid and anion, then use procedure for buffer reactions to find pH
At equiv point: The acid and base are reacted completely forming their salt. The cation has no effect on pH, but the anion is a weak base so the pH at the equiv point is greater than 7. To calculate pH: determine moles of weak acid initially =moles of acid anion at equiv point, then divide by volume and calculate pH using Kb.
After equiv point: the [OH] from the reaction of anion with water is negligible compared to [OH] from excess strong base. pH is determined by conc of OH from excess strong base (just like strong acid-strong base titration)

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11
Q

How pH titration curves for weak acid-strong base differ from strong acid-strong base3

A
  • Solution of weak acid has higher initial pH than strong acid of same conc.
  • pH change at the rapid portion near equiv point is smaller for weak acid than strong acid. (choice of indicator is more crucial for weak acid)
  • pH at equiv point is above 7.00 for weak acid
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12
Q

ksp

A

Solubility-product constant Ksp is the equilibrium constant and indicates how soluble the solid is in water. Ksp=[cation]n[anion]m . do not include solids, liquids and solvents in Ksp. When Ksp=small, only small amount will dissolve in water
Solubility is expressed as g solute/L soln. Molar solubility is moles solute/L soln. Ksp is unitless

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13
Q

factors that affect solubility

A

Factors that affect solubility: temp, presence of common ions, pH of soln, and presence of complexing agents.

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14
Q

common ion affects solubility

A

the presence of a common ion (one of the ions in the equilibrium equation) in the solution reduces solubility of ionic compound, shifting equilibrium to the left. The solubility of a slightly soluble salt is decreased by presence of a second solute that furnishes a common ion.

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15
Q

pH affects solubility

A

The solubility of a substance whose anion is basic will be affected to some extent by pH of the solution. Solubility of Mg(OH2) (OH- is basic) greatly increases as the acidity of the solution increases. Rule: the solubility of slightly soluble salts containing basic anions (CO32-, PO43-, CN-, S2-) increases as[H+] increases and pH is lowered. More basic anion=more solubility is influenced by pH. Anions of strong acids have negligible basicity and are unaffected by pH changes.

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16
Q

complex ions

A

Lewis bases can interact with metal ions, particularly transition-metal ions, which affect the solubility of a metal salt. Rule: Solubility of metal salts increases in presence of suitable Lewis bases (NH3, CN-, OH-) if the metal forms a complex ion with the base.
-Complex ion: Assembly of a metal ion and the Lewis bases bonded to it (Ag(NH3)2+). Stability of complex ion is judged by size of formation constant.

17
Q

formation constant

A

Kf: Equilibrium constant for formation of complex ion. Kf=[Ag(NH3)2+]/[Ag+][NH3]2

18
Q

amphoterism

A

Amphoterism: some metal oxides/hydroxides that are insoluble in water dissolve in strongly acidic/basic solutions because they are capable of behaving as either an acid or base (amphoteric oxides and bases).
Amphoteric:behavior of insoluble oxides/hydroxides that can be made to dissolve in either acidic or basic solutions. Similar to amphiprotic meaning any molecule that can gain or lose protons.
Amphoteric oxides and hydroxides include those of Al3+, Cr3+, Zn2+ and Sn2+
Amphoteric compounds dissolve in acidic solns because they contain basic anions. They dissolve in strongly basic solutions because they form complex ions containing hydroxides bound to the metal ion. Al(OH)3+OH-Al(OH)4-
Al3+ is more accurately represented as Al(H2O)63+ because of 6 water molecules bonded to it in aqueous soln. When a strong base is added, Al(H2O)63+ loses protons in a stepwise fashion, eventually forming Al(H2O)2(OH)4- that dissolves.
The metal of the metal hydroxide determines if it is amphoteric (Ca(OH)2 dissolves in acidic but not basic solns=not amphoteric)

19
Q

reaction quotient

A

If Q>Ksp, precipitation occurs until Q=Ksp. If Q=Ksp, equilibrium exists. If Q< Ksp, solid dissolves until Q=Ksp. Q equals the products of the ions

20
Q

selective precipitation

A

separation of ions in aqueous solution by using a reagent that forms a precipitate with one or few of the ions
(If HCl is added to a solution With Ag and Cu, AgCl with precipitate while Cu remains in solution because CuCl2 is soluble.)
-The salt requiring the lower Cl- ion concentration will precipitate first.
-The less soluble metal ion will precipitate from an acidified solution first.

21
Q

qualitative analysis

A

determines only presence or absence of a particular metal ion. Ex: wet methods: metallic sample dissolved in acid soln then tested for the presence of various metal ions.

22
Q

stages of analysis

A

1) ions separated into broad groups on the basis of solubility properties.
2) individual ions within each group then separated by selectively dissolving members in the group.
3) ions are identified by means of specific tests

23
Q

5 groups of ions (go in order)

A

insoluble chlorides, acid-insoluble sulfides, base-insoluble sulfides and hydroxides, insoluble phosphates, alkali metal ions and NH4

24
Q

insoluble chlorides

A

Insoluble chlorides: When dilute HCl is added to mixture, only AgCl, Hg2Cl2, PbCl2 precipitates. No ppt=no Ag, Hg2 or Pb ions.

25
Q

acid insoluble sulfides

A

Acid-insoluble sulfides: Solution now acidic, so H2S is added and the most insoluble metal sulfides (cations: Cu, Bi, Cd, Pb, Hg, As, Sb, Sn) precipitate. More soluble sulfides will remain in solution

26
Q

base insoluble sulfides and hydroxides

A

Base-insoluble sulfides and hydroxides:remaining soln is made slightly basic, and (NH4)2S is added. In basic solns the conc of S2- is higher than in acids, so the more soluble sulfides will exceed their Ksp values and ppt. Zn, Ni, Co, and Mn. Al, Fe, and Cr are precipitated as insoluble hydroxides at the same time.

27
Q

insoluble phosphates

A

Insoluble phosphates:Soln now only contains metals from 1A and 2A, so adding (NH4)2HPO4 to a basic soln will ppt 2A elements Mg, Ca, Sr, and Ba to form insoluble phosphates

28
Q

Alkali metal ions and NH4

A

Alkali metal ions and NH4: ions that remain are group 1A and NH4.