General Chemistry Ch 10. Acids and Bases Flashcards

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1
Q

Arrhenius acids

A

Dissociate to produce an excess of hydrogen ions in solution

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2
Q

Arrhenius bases

A

Dissociate to produce an excess of hydroxide ions in solution

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3
Q

Bronsted-Lowry acids

A

Species that can donate hydrogen ions

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4
Q

Bronsted-Lowry bases

A

Species that can accept hydrogen ions

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5
Q

Lewis acids

A

Electron pair accepts

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6
Q

Lewis bases

A

Electron pair donors

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7
Q

Arrhenius/Bronsted Lowry connection

A

All Arrhenius acids/bases are Bronsted-Lowry acid/bases but reverse not necessarily true

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8
Q

Bronsted-Lowry/Lewis connection

A

All Bronsted-Lowry acids/bases are Lewis acids/bases but reverse not necessarily true

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9
Q

Amphoteric species

A

Those that can behave as an acid or base, water good example, also conjugate species of polyvalent acids/bases

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10
Q

Amphiportic species

A

Amphoteric species that specifically can behave as a Bronsted-Lowry acid or Bronsted-Lowry base, water good example, also conjugate species of polyvalent acids/bases

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11
Q

Water dissociation constant

A

Kw = 10^-14 at 298 K, only affected by changes in temperature

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12
Q

pH and pOH

A

Can be calculated given the concentrations of H3O+ and OH- ions, respectively, in aqueous solutions pH+pOH=14

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13
Q

Strong acids/bases

A

Completely dissociate in solution, very weak/inert conjugates

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14
Q

Weak acids/bases

A

Do not completely dissociate in solution and have corresponding dissociation constants (Ka and Kb respectively), weak conjugates

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15
Q

Conjugate bases

A

Formed when a Bronsted-Lowry acid is deprotonated

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16
Q

Conjugate acids

A

Formed when a Bronsted-Lowry base is protonated

17
Q

Neutralization reactions

A

Form salt and water

18
Q

Equivalent

A

One mole of the species of interest

19
Q

Normality

A

In acid base chemistry, the concentration of acid or base equivalents in solution

20
Q

Polyvalent

A

Acids and bases that can donate or accept multiple electrons, normality of a solution containing a polyvalent species is the molarity of the acid or base times the number of protons it can donate or accept, multiple offering regions and equivalence points observed during titration

21
Q

Titrations

A

Used to determine the concentration of a known reactant in solution

22
Q

Titrant

A

Has a known concentration and is added slowly to the tetrad to reach the equivalence point during a titration

23
Q

Titrand

A

Has an unknown concentration but a known volume during a titration

24
Q

Half equivalence point

A

The midpoint of the buggering region, in which half of the titrant has been protonated or deprotonated, thus [HA] = [A-] and a buffer is formed

25
Q

Equivalence point

A

Indicated by the steepest slope in a titration curve, it is reached when the number of acid equivalents in the original solution equals the number of base equivalents added or vice versa

26
Q

Strong acid and strong base titration

A

Equivalence point is around pH=7

27
Q

Weak acid and strong base titration

A

Equivalence point at pH>7

28
Q

Weak base and strong acid titration

A

Equivalence point at pH<7

29
Q

Weak acid and weak base titration

A

Can have equivalence points above or below 7 depending on the relative strength of the acid and base

30
Q

Indicators

A

Weak acids or bases that displace different colors in their protonated and deprotonated forms, the one chosen for titration should have a pKa close to the pH of the expected equivalence point, endpoint of a titration is when the indicator reaches its final color

31
Q

Buffer solutions

A

Consist of a mixture of a weak acid and its conjugate salt or a weak base and its conjugate salt, they resist large fluctuations in pH

32
Q

Buffering capacity

A

Refers to the ability of a buffer to resist changes in pH, maximal buffering capacity is seen within 1 pH point of the pKa of the acid in the buffer solution

33
Q

Henderson-Hasselbalch equation

A

Quantifies the relationship between pH and pKa for weak acids and between pOH and kPb for weak bases, when a solution is optimally buffered, pH=pKa and pOH=pKb