chem1001-lab-1-report-chem-1001-lab-1

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Feb 20, 2024

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0.0021 M 0.019 M 3 3 3 3 CHEM 1001 Lab 1 Report (Reaction Rates), Winter 2021 Please write your name, student number and your signature on every page of work you submit. The lab must be completed on this template (either printed/handwritten/scanned, or typed). If the report is typed, proper scientific syntax/notation is required (ex: 5.76 x 10 6 instead of 5.75*10^6) NOTE: This lab report must be an independently produced piece of work. Collaboration of any kind is not permitted and violates the Senate Policy on Academic Honesty. PART 1 1. Report the stock solution concentrations of iodate and bisulfite (from your personalized data). [IO - ] in stock solution [HSO - ] in stock solution 2. Complete the following tables for your experimental runs to determine the reaction order with respect to IO - . The time you report is the time taken for the solution to turn blue. The concentration of iodate is its initial concentration after the two starting solutions are mixed. Run NaHSO 3 (mL) KIO 3 (mL) H 2 O (mL) - -1 Initial [IO 3 ] (mol L ) Time (s) 1 10.00 5.00 5.00 0.0047 60.1 2 10.00 7.50 2.50 0.0071 45.2 3 10.00 10.00 0 0.0095 30.5 3. What is the concentration of HSO - (mol L -1 ) consumed in all three runs? Show your work. Input the value into the first column in the table on the next page (same for all three runs). 0.0021 x 10 = M 2 x 20 M 2 = 0.00105 4. Complete the following table to begin transforming your raw experimental results. Remember the stoichiometry between HSO 3 - and IO 3 - .
0.00105 0.0095 3 3 Run - -1 Δ[HSO 3 ] (mol L ) - -1 Δ[IO 3 ] (mol L ) Time (s) Initial Reaction Rate (mol L -1 s -1 ) 1 0.00105 0.0047 0.0071 60.1 1.747 x 10 -5 2 45.2 2.323 x 10 -5 3 30.5 3.443 x 10 -5 0.00105 5. Using the data from the initial [IO - ] in each run along with the initial reaction rates you just calculated, what is the value of “m” if rate = k[IO - ] m ? Complete the table below and use the lab manual as a guide to help complete your calculations. Show your work just for comparing runs 1 and 2 . Runs to Compare Calculated m value Run 1 and Run 2 0.68 Run 1 and Run 3 0.96 Run 2 and Run 3 1.48 Reported m value to the nearest integer -> 1.00 Run 1 and 2: 1.747 x 10 -5 / 2.323 x 10 -5 = [ 0.0047 / 0.0071 ] m 0.752 = [0.661] m -- take log on both sides m=0.68 6. Calculate the “modified” rate constant (k) using the reported m value above along with the initial rates for all three runs. Remember to include proper units for k. Show your work for the value of k from run 1 . Run Calculated k value Run 1 3.717 x 10 -3 s -1 Run 2 3.271 x 10 -3 s -1 Run 3 3.625 x 10 -3 s -1 Average k value -> 3.537 x 10 -3 s- 1 k = initial rate / [IO 3 - ] = 1.747 x 10 -5 / 0.0047 = 3.717 x 10 -3 k = 2.323 x 10 -5 / 0.0071 = 3.271 x 10 -3
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k = 3.443 x 10 -5 / 0.0095 = 3.625 x 10 -3 PART 2 7. Complete the following table for your experimental runs to determine the activation energy. Remember the room temperature values come from run 3 in part 1. Remember to include proper units for the rate constant k. Run Temperature (K) Time (s) Initial Reaction Rate (mol L -1 s -1 ) Rate constant k Room temperature 295.95 22.8 4.60 x 10 -5 0.0000460 s -1 High temperature 310.05 10.5 1 x 10 -4 0.0001 s -1 Low temperature 288.35 64.4 1.63 x 10 -5 0.000163 s- 1 8. As explained in the lab manual, construct an Arrhenius plot of ln k vs. 1/T using Excel. Report the value of the slope from the linear trendline and use this information to calculate the activation energy of this reaction. Include your graph with your lab report submission. Slope Activation Energy (kJ mol -1 ) Show your work for calculating activation energy from the slope.