Sig. Figs. Lab Report and Numerical Results

pdf

School

McGill University *

*We aren’t endorsed by this school

Course

110

Subject

Chemistry

Date

Feb 20, 2024

Type

pdf

Pages

5

Uploaded by CorporalSalamanderPerson890

Report
Lab report, hand in within 48 hours Significant Figures Save as .pdf file and submit to MyCourses or you will receive a 5% deduction. Double check your submission to make sure that you have submitted the correct file. If you submit the wrong file, an empty template or a file that we are unable to open, you will be assigned a grade of 0. You may resubmit and your report will be marked with any relevant late deductions. Name: Yuna Jang ID #: 261135819 TA: Natalia Munoz Patino Lab Date and Time: 09/11/2023, 14:35-16:55 Questions 1. Is it possible for a volumetric pipette to have a high precision but low accuracy? How could this situation arise? (3pts) Yes it is possible. If a volumetric pipette is incorrectly calibrated or manufactured with poor measurement, this situation will arise. For instance, if the line on the pipette is manufactured to be slightly lower, the resulting values in each trial of the experiment will all cohesively display a lower, inaccurate pattern. In other words, if used with proper pipetting procedures, a pipette with incorrectly calibrated lines will lead to each trial replicating similar values, that are also all similarly far from the actual known value. 2. According to your results, what piece of glassware is the most precise? Is this what you expected? For the glassware that you expect to be the most precise, give three reasons why you think it should give the most precise results. (If you give more than 3 reasons you will receive a mark deduction) (3pts) The most precise piece of glassware, according to my results, is the pipette. Usage of the pipette resulted in the lowest relative standard deviation percentage of 0.58%. I expected this result for three reasons. First, since it is the most narrow, the meniscus is the smallest on the pipette. Therefore, I believed that a pipette would minimize the reading imprecision based on subjective estimates, allowing for greater reproductibility of results. Second, the process of pipetting requires the need for water to slowly be sucked up a narrow tube. When comparing this process to that of the other instruments, which require the action of pouring the liquid inside, I hypothesized that the pipetting technique minimized the error of trapped air bubbles inside of the liquid, and ultimately Lab report, hand in within 48 hours
Lab report, hand in within 48 hours would be the most capable of reproducing similar results with each trial. Third, a pipette is the only instrument where a liquid enters and exits through the same path. I hypothesized that this feature, unique to pipettes, minimizes the amount of liquid staying on the sides of the instrument, making the measurements of the transported liquid the most reproducable. Numerical results Distilled water Temperature of water (in °C): 23.8 From "constant" table on datasheet Theoretical density of water (in g/mL): 0.9973 Use Figure 4 in the lab manual to determine the theoretical density of water at the temperature you recorded.
Lab report, hand in within 48 hours Volumetric Flask Volume Mass Density Deviation (mL) (g) (g/mL) (g/mL) Trial 1 50.00 49.832 0.9966 0.0007 Trial 2 50.00 49.420 0.9884 0.0089 Trial 3 50.00 49.532 0.9906 0.0067 Average (mean) density (g/mL) 0.99189 Standard deviation (g/mL) 0.008 RSD (%) 0.79 Absolute error (g/mL) 0.0054 Relative error (%) 0.54 Pipet Volume Mass Density Deviation (mL) (g) (g/mL) (g/mL) Trial 1 10.00 9.908 0.9908 0.0065 Trial 2 10.00 9.930 0.9930 0.0043 Trial 3 10.00 9.948 0.9948 0.0025 Average (mean) density (g/mL) 0.99287 Standard deviation (g/mL) 0.006 RSD (%) 0.58 Absolute error (g/mL) 0.0044 Relative error (%) 0.44
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
  • Access to all documents
  • Unlimited textbook solutions
  • 24/7 expert homework help
Lab report, hand in within 48 hours Buret Volume Mass Density Deviation (mL) (g) (g/mL) (g/mL) Trial 1 10.04 9.859 0.9820 0.0153 Trial 2 10.08 9.973 0.9894 0.0079 Trial 3 10.01 9.823 0.9813 0.0160 Average (mean) density (g/mL) 0.98423 Standard deviation (g/mL) 0.02 RSD (%) 1.7 Absolute error (g/mL) 0.0131 Relative error (%) 1.3 Graduated Cylinder Volume Mass Density Deviation (mL) (g) (g/mL) (g/mL) Trial 1 10.0 9.337 0.934 0.064 Trial 2 10.0 9.457 0.946 0.052 Trial 3 10.0 9.428 0.943 0.055 Average (mean) density (g/mL) 0.9407 Standard deviation (g/mL) 0.07 RSD (%) 7.4 Absolute error (g/mL) 0.0566 Relative error (%) 5.7 Unknown # 1412 Average density (g/mL) 0.99257 Standard deviation (g/mL) 0.006 Volumes of distilled water are the corresponding trial values from your datasheet. Those are measured values and each value should have a number of significant figures corresponding to the precision of the glassware used to take the measurement.
Lab report, hand in within 48 hours Masses of distilled water are the corresponding trial values from your datasheet. Those are measured values and each value should have a number of significant figures corresponding to the precision of the balance used to take the measurement. Densities of distilled water should be calculated using Equation 6, they are intermediate values; you may report them with more figures than the number of significant figures. You do not need to underline the additional figures. Deviations should be calculated using Equation 7, they are intermediate values; you may report them with more figures than the number of significant figures. You do not need to underline the additional figures. Average (mean) densities of water are final calculated values and should be represented with the correct number of significant figures. Standard deviations of water densities are calculated using Equation 1, they are final calculated values and should be represented with the correct number of significant figures. RSDs of water densities are calculated using Equation 2, they are final calculated values and should be represented with the correct number of significant figures. Absolute errors of water densities are calculated using Equation 3, they are final calculated values and should be represented with the correct number of significant figures. Relative errors of water densities are calculated using Equation 4 and Equation 5, they are final calculated values and should be represented with the correct number of significant figures. ACADEMIC INTEGRITY Please ensure that all work on this assignment is done while maintaining academic integrity. Your report must be done individually and must be 100% original work. https://www.mcgill.ca/students/srr/academicrights/integrity Note that academic dishonestly can be subject to follow-up by the University under the Code of Student Conduct and Disciplinary Procedures. ©McGill 2023