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Buffer Capacity
The following three HONH2 / HONH3+ buffers all have a base to acid ratio of 1.0. Since they all have the same base to acid ratio, they will all have the same pH; because the base to acid ratio is 1, the pH of each will be the same as the pKa of HONH3+ (5.96).
Buffer A: |
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Buffer B: |
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Buffer C: |
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[ HONH2 ] = 0.10 M |
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[ HONH2 ] = 0.50 M |
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[ HONH2 ] = 1.0 M |
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[ HONH3+ ] = 0.10 M |
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[ HONH3+ ] = 0.50 M |
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[ HONH3+ ] = 1.0 M |
Suppose
1.0 mL 6.0 M NaOH is added to 100 mL of each buffer. What will be
the resulting pH of each buffer?
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How do I do these calculations? |
Perhaps
you should click on the test tube above for help in solving this problem.
Since
you have correctly calculated the pH of a buffer, you have probably
made a calculation error. Why don't you check your calculation and
try again?
The
correct answers have been entered for you. Review the calculation
for Buffer A by clicking the test tube above. The calculations for
Buffers B and C are similar. See if you can work through them and
get the correct answers.
Good!
This shows that it is not only the ratio that affects a buffer's ability
to resist changes in pH. The buffer
capacity
describes the quantity of acid or base a buffer can accommodate without
a significant pH change. In this example, Buffer C experiences the
smallest
change in pH and thus has the highest buffer capacity. Buffer capacity
is a direct result of the concentration of acid and base present in
the buffer; the more acid initially present, the more base the buffer
can accommodate without a significant pH change. Likewise, the more
base initially present, the more acid the buffer can accomodate without
a significant pH change.
Suppose
instead that 5 mL 6 M NaOH is added to Buffer A. What will be the
resulting pH?
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Need a hint? |
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