Experiment 8 Identification of Unknown Diprotic Acid

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Chemistry

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Feb 20, 2024

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Experiment 8 Identification of Unknown Diprotic Acid Total Points: 49 Student’s Name: Adam Miller Lab Section: 804 NOTE: You must show your work for all calculations; no work, no credit. Standardization of NaOH (3 pts) Molar Mass of KHP: Trial Mass of KHP Initial Buret Reading Final Buret Reading Total Volume Used Molarity of NaOH 1 .570 0 30.4 mL 30.4 mL .0918 M 2 .539 0 27.9 mL 27.9 mL .0946 M 3 .567 0 29.4 mL 29.4 mL .0944 M Average Molarity of NaOH: .0936 M (3 pts) Calculate the [NaOH] and the average [NaOH}. Mass KHP / MM KHP * 1(ratio) / volume(L) NaOH = M NaOH Trial 1 = .570 / 204.22 g * 1 / .0304 L = .0918M NaOH Trial 2 = .539 / 204.22 g * 1 / .0279 L = .0946M NaOH Trial 3 = .567 / 204.22 g * 1 / .0294 L = .0944M NaOH Average = (.0918M + .0946M + .0944M) / 3 = .0936 M NaOH Diprotic Acid Table (10 pts) Buret Reading Initial Reading 0 at First Endpoint 10.9 at Second Endpoint 22.3 pK a1 = 2.54 K a1 = 10 -2.34 = .00288 pK a2 = 5.99 K a2 = 10 -5.99 = 1.023E-6 Determination of Unknown Acid Molecular Weight (show work) 117.62g Mass of Unknown Acid .120g Identity of Your Acid Maleic (8 pts) Attach your graph with the pK a labeled to your report. Using pK a values and the molecular weight, determine the identity of the unknown acid (justify your answer). pKa 1 = 5.45mL = 2.54pH -> 10 -2.34 = .00288 pKa 2 = 16.35mL = 5.99pH -> 10 -5.99 = 1.023E-6
Experiment 8 Identification of Unknown Diprotic Acid Total Points: 49 .0936 M NaOH = x/.0109L .0010 mol NaOH * 1 mol H 2 A / 1 mol NaOH = .0010 mol H 2 A .0010 mol H 2 A / .120 g = .008502 1/.008502 = 117.62g Maleic Acid = 116g for Molecular Weight, 117.62g is closer to 116g than the 134g for Malic Acid Post-lab Questions NOTE: You must show your work for all calculations; no work, no credit. 1. (5 pts) a. Calculate the pH of a 0.0653M solution of hydrogen sulfide (H 2 S) where: H 2 S (aq) → H + (aq) + HS - (aq) K a1 = 1.0 × 10 -7 HS - (aq) → H + (aq) + S 2- (aq) K a2 = 1.0 × 10 -19 H 2 S (aq) → H + (aq) + HS - (aq) I .0653 0 0 x 2 / .0653-x = 1.0E-7 C -x +x +x x = 8.0758E-5 E .0653 – x x x pH = 4.09 b. Calculate [S 2- ] in the solution. HS - (aq) H + (aq) + S 2- (aq) I 8.0758E-5 8.0758E-5 0 (x(8.0758E-5+x) / (8.0758E-5 – x) = 1.0E-19 C -x +x +x x = 1.0E-19 E 8.0758E-5 – x. 8.0758E-5 + x x 2. (2 pts) Why does a diprotic acid dissociate in a stepwise manner? Diprotic means 2 hydrogens and each step is a hydrogen being removed. A diprotic acid loses an H + after its first dissociation. What remains has a negative charge so the H + is held tighter and makes it harder to remove the second hydrogen and dissociating in a stepwise matter.
Experiment 8 Identification of Unknown Diprotic Acid Total Points: 49 3. (18 pts) Calculate the pH at each of the following points in the titration of 50.00 mL of a 0.150M acetic acid using 0.275M NaOH. (Show work below.) (K a = 1.8 × 10 -5 ) (You can also refer to pages 792-794 from your textbook for help.) a. Initial pH: 0 mL of base added b. Halfway to equivalence point c. 5.00 mL before equivalence point d. At equivalence point e. 5.00 mL beyond equivalence point f. a. HA (aq) + H 2 O (l) A - (aq) + H 3 O (aq) I .150 - 0 0 C -x - +x +x E .150 – x - x x 1.8E-5 = x 2 /(.150 – x) x = .001634 -log(.001634) = pH = 2.79 b. pKa = pH -log(1.8E-5) = 4.74 c. .05 L * .150 = .0075 mol Acetic acid Equivalence point volume = 5 mL before equivalence point 27.3 – 5.00 = 22.3 mL Moles NaOH = .275 * .0223 = .00613mol HA (aq) + OH - (aq) A - (aq) + H 2 O (l) I .0075 0 0 - C -.00613 +.00613 +.00613 - E .00138 0 .00613 - pH = pKa + log(.00613/.00138) = 5.39
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Experiment 8 Identification of Unknown Diprotic Acid Total Points: 49 d. HA + OH A - + H 2 O I .0075 0 0 - moles of A - = .0075 / .07727 L = .097 M C -.0075 +.0075 +.0075 - E 0 0 .0075 - A - + H 2 O HA + OH 1.0e-14 / 1.8e-5 = 5.5556e-10 I .097 - 0 0 x 2 / (.097 – x ) = 5.5556e-10 C -x - +x +x x = 7.31e- 6 E .097-x - .0075 +x -log (7.34e-6) = 5.134 = pOH 14 – 5.134 = 8.87 = pH e. OH - + HA A - + H 2 O I 0 .0075 0 - .00137 / .08227 = .016652 = [OH - ] C +.00887 -.00887 - - pOH = -log (.016652) = 1.7785 E .00137 0 .0075 - 14 – 1.7785 = 12.22 = pH