Analysis of a Mixture of Carbonate and Bicarbonate Purpose: The purpose of this lab is to use indirect titration to find the amount of Carbonate and Bicarbonate in an unknown. Use titrations and standards. Data: Titration NaOH KHP Titration HCL NaOH KHP Grams start mL end mL NaOH used Moles NaOH start mL end mL HCL used Moles HCL 1 0.5111 0.2 27.5 27.3 0.091673743 1 5.6 32.8 27.2 0.088261864 2 0.5103 0.3 25.9 25.6 0.097608431 2 3.2 29.8 26.6 0.090252734 3 0.5105 0.5 25.8 25.3 0.098804552 3 2.9 29.4 26.5 0.09059331 A 0.510633333 Average 26.06666667 0.096028909 Average 26.76666667 0.089702636 Titration HCL Unknown Titration HCL mixture start mL end mL start mL end mL HCL used start mL end mL HCL used 1 1.3 50 2.3 10.5 56.9 1.5 31.2 29.7 2 10.5 50 5 21.2 55.7 1.8 31.5 29.7 3 21.2 50 2.6 19.7 45.9 1.8 31.7 29.9 Average 52.83333333 Average 29.76666667 mol of C/BiC NaOH/Initial NaOH/Excess mols reacted w/BiC 1 0.00510408 1 0.004801445 0.002664168 0.002137277 2 0.004996437 2 0.004801445 0.002664168 0.002137277 3 0.004117351 3 0.004801445 0.002682109 0.002119337 mol Carb Rel % Carb Rel % Bicarb mol Bicarb 1 0.002137277 1 0.002966803 1 7.1212 1 5.2162 2 0.002137277 2 0.00285916 2 6.8628 2 5.2162 3 0.002119337 3 0.001998014 2 4.7958 3 5.1724 Aev. 6.2599 Aev. 5.2016 Stand Dev: 1.27453 Stand Dev: 0.02528 Calculations: . 025 πΏ π‘ππ‘ππππ‘ × . 1 πππ π‘ππ‘ππππ‘ 1 πππ πΎπ»π 204.22 π πΎπ»π × × = 0.51 π πΎπ»π 1 πΏ π‘ππ‘ππππ‘ 1 πππ π‘ππ‘ππππ‘ 1 πππ πΎπ»π 0.1 π ππππ» × 0.5111 π πΎπ»π × π π»πΆπ = 39.995 π ππππ» × 0.5 πΏ ≅ 2 π ππππ» 1 πππ ππππ» 1 πππ πΎπ»π 1 πππ ππππ» 1 × × = .0917π ππππ» 204.22 π πΎπ»π 1 πππ πΎπ»π . 0273 πΏ ππππ» (π ππππ»)(πππ. ππππ») (. 0917 π)(25.0 ππΏ) = = .0883 π π»πΆπ πππ. π»πΆπ 27.2 ππΏ . 0897π π»πΆπ × .0569 πΏ π»πΆπ (πππππππππ ππ) = 0.0051 πππ . 0960 π ππππ» × .0500 πΏ ππππ» (πππππ) = 0.0048 πππ ππππ» (ππππ‘πππ) 0.0897 π π»πΆπ × .0297 πΏ π»πΆπ (πβπππππβπ‘βπππππ) × 1 πππ ππππ» = 0.00266 πππ ππππ» (ππ₯πππ π ) 1 πππ π»πΆπ [. 0048 πππ ππππ» (ππππ‘πππ)] − [. 00266 πππ ππππ» (ππ₯πππ π )] = 0.00214 πππ ππππ» (πππππ‘ππ) 0.00214 πππ ππππ» × 1 πππ Bicarbonate = 0.00214 πππ π΅πππππππππ‘π 1 πππ ππππ» [. 0051 πππ πΆπππππππ‘π & π΅πππππππππ‘π] − [. 00214 πππ π΅πππππππππ‘π] = 0.00296πππ πΆπππππππ‘π . 00296 πππ πΆπππππππ‘π × . 00214 πππ π΅πππππππππ‘π × 60.007 π πΆπππππππ‘π 1 × × 100 = 7.12% 1 πππ πΆπππππππ‘π 2.50 π ππππππ€π 61.014 π π΅πππππππππ‘π 1 × × 100 = 5.22% 1 πππ π΅πππππππππ‘π 2.50 π ππππππ€π (7.1212 − 6.2599)2 + (6.8628 − 6.2599)2 + (4.7958 − 6.2599)2 √ = 1.27453 2 Conclusions: In the 2.5 gram sample of unknown A, that my partner and I massed; .178 grams were Carbonate and .1305 grams were Bicarbonate. Any error would be due to human error during the titrations, and or errors in the calculations. Primary Standards are not standardized by using other standards and are used to calculate secondary standard. A secondary standard is a solution at has be standardized using a primary standard. A titrant is a solution that has a known concentration, which is added to another solution to determine its concentration. Indirect titration( also called back titration) is finding the concentration of something by looking at how much reagent was need to titrate a second reagent, while knowing the concentration of the first reagent.