Chapter 17 Aqueous Ionic Equilibrium Flashcards
Define Buffer
A solution that resists pH change by neutralizing the added acid or base
Buffer’s contain significant amount of either…
I) A weak acid and its conjugate base
II) A weak base and its conjugate acid
What is a real life example of a Buffer
Human blood is a biological buffer in our system
How does a Buffer work if you add a base?
Adding a base will be neutralized by the acid
How does a Buffer work if you add an acid?
Adding an acid will be neutralized by the base
A Buffer ____________ small to moderate amounts of added ________ or _________ without a ________ __________ in its _____
Neutralizes; acid/base; large change; pH
What must a solution contain when making an Acidic/Basic solution?
I) Must contain significant amounts of both a weak acid and its conjugate base
II) Most contain significant amounts of both a weak base and its conjugate acid
What are the 2 methods of calculating the pH of Buffer solutions?
Method 1: Equilibrium Ice Table
Method 2: Henderson-Hasselbach Equation
Define Henderson-Hasselbach Equation
An equation relating the pH of a buffer solution to the initial concentration of the buffer
What is the Henderson-Hasselbach Equation?
pH = pKa + log [base]/[acid]
What does pH equal in the Henderson-Hasselbach Equation?
pH = pKa when the initial concentrations of the acid and base are equal
T/F For log(x), if x is between more than 0 but less than 1, log(x) will be POSITIVE
False; for log(x), if x is between more than 0 but less than 1, log(x) will be NEGATIVE
If x is _________ than 1, log(x) will be ____________
Larger; positive
When do you know if Henderson-Hasselbach Equation is good enough to use?
Henderson-Hasselbach Equation is good enough to use when “x is small” approximation is applicable
In what 3 circumstances will the “X is small” approximation work?
I) Initial acid and conjugate base concentrations are not to DILUTED
II) Equilibrium constant (value of Ka) is fairly small
III) For Buffers: initial concentrations of acids and conjugated bases should be at least 100~1000x greater than Ka
What pH change happens in Buffers when adding OH-?
The stoichiometric amount of the weak acid is neutralized and converted to the conjugate base
What pH change happens in Buffers when adding H3O+?
The stoichiometric amount of the conjugate base is neutralized and converted to the weak acid
Adding an acid to a buffer = creating more _______
Creating more acid
Adding a base to a buffer = creating more _______
Creating more base
What equation do you use to find pKa when given pKb?
pKa + pKb = 14
Define Buffer Capacity
The amount of acid or base a buffer can neutralize
Define Buffer Range
The pH range in which the buffer can be effective
Buffer Effectiveness is made up of what?
Buffer Capacity and Buffer Range
Buffer effectiveness depends on what 2 factors?
I) The relative amounts of buffer acid and base
II) The absolute concentrations of buffer acid and base
Buffer Capacity _________ with __________ absolute concentration of the buffer components
Increases; increasing
An __________ buffer neutralizes ________ to ___________ amounts of added acid or base without a _______ _________ in its pH
Effective; small; moderate; large change
What are the 2 factors showing when a Buffer is most effective?
Factor 1: A buffer is most effective when the concentrations of acid and conjugate base are equal, with a ratio of [base]/[acid] = 1
Factor 2: A buffer is most effective when the concentrations of acid and conjugate bases are high
A buffer will be effective when [base]/[acid] is between what 2 values?
0.1 < [base]/[acid] < 10
How do you determine what acid to use when making a Buffer?
When choosing an acid to make a buffer, choose the one whose pKa is closest to the pH of the buffer
What is the range used for Buffer Range?
0.10 < [base]/[acid] < 10
Effective Buffer Range = ???
Effective Buffer Range = pKa + or - 1
What is the Effective Buffer Range equation for lowest pH?
pH = pKa + log[base]/[acid] pH = pKa + log0.10 pH = pKa -1
What is the Effective Buffer Range equation for highest pH?
pH = pKa + log[base]/[acid] pH = pKa + log10 pH = pKa + 1
A chemist needs a solution buffered at pH 3.30 and has to choose from the following list of acids and their soluble salt, which solution would make the most effective buffer at this pH? I) Ka = 2.0x10^-11 II) Ka = 1.8x10^-5 III) Ka = 4.5x10^-4 IV) Ka = 1.7x10^-1 V) Ka = very large
pKa = -logKa I) -log(2.0x10^-11) = 10.69 II) -log(1.8x10^-5) = 4.74 III) -log(4.5x10^-4) = 3.35 IV) -log(1.7x10^-1) = 0.77 V) -log(100) = -2
Correct Answer: III)
Which acid would you choose to combine with its sodium salt to make a buffer solution with a pH of 4.25? I) HClO2; pKa = 1.95 II) HNO2; pKa = 3.34 III) HCHO2; pKa = 3.74 IV) HClO; pKa = 7.54
III)
To create a buffer that maintains a pH around 7.54, which solution would you choose?
I) CH3COOH & NaCH3OO; pKa(CH3COOH) = 4.74
II) HClO & KClO; pKa(HClO) = 7.54
III) NaOH & HCN; pKa(HCN) = 9.31
IV) HNO3 & KNO3; this is a strong acid and salt
II)