Citric acid/citrate buffer is a pH buffer that is used for baby locations. A pH buffer is prepared by dissolving 17.77 grams C₂H5O7Na₂ and 19.67 grams of C6H₂O7Na3 in enough water to make 250.0 mL solution. C6H₂O3(aq) + (aq) + H₂O(1) C6H₂O(aq) + H₂0 (1) The 3rd acid dissociation constant of citric acid is 4.012×10-7. Please answer the following questions. A. What is the pH of the solution? pH =

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Citric acid/citrate buffer is a pH buffer that is used for baby locations. A pH buffer is prepared by dissolving 17.77 grams C6H5O7Na2 and
19.67 grams of C6H4O7Na3 in enough water to make 250.0 mL solution.
C6H40 (aq) + H30¹ (1)
C6H₂O² (aq) + H₂O(1)
The 3rd acid dissociation constant of citric acid is 4.012×10-7.
Please answer the following questions.
A.
B.
What is the pH of the solution? pH =
Please provider your answer below.
0²
If you add 5.000 mL, 0.5363 M of HC1 to 250.0 mL above solution you prepared, what will be the final pH? Assume that the
volume is additive. pH =
Please provider your answer below.
00
→
→ $ □
C.
If you add 5.000 mL, 0.5363 M of Ba(OH)₂ to 250.0 mL above solution you prepared, what will be the final pH? Assume that
the volume is additive. pH =
Please provider your answer below.
→
→ $
$
Transcribed Image Text:Citric acid/citrate buffer is a pH buffer that is used for baby locations. A pH buffer is prepared by dissolving 17.77 grams C6H5O7Na2 and 19.67 grams of C6H4O7Na3 in enough water to make 250.0 mL solution. C6H40 (aq) + H30¹ (1) C6H₂O² (aq) + H₂O(1) The 3rd acid dissociation constant of citric acid is 4.012×10-7. Please answer the following questions. A. B. What is the pH of the solution? pH = Please provider your answer below. 0² If you add 5.000 mL, 0.5363 M of HC1 to 250.0 mL above solution you prepared, what will be the final pH? Assume that the volume is additive. pH = Please provider your answer below. 00 → → $ □ C. If you add 5.000 mL, 0.5363 M of Ba(OH)₂ to 250.0 mL above solution you prepared, what will be the final pH? Assume that the volume is additive. pH = Please provider your answer below. → → $ $
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