Questions:

1. Does the tabular result for m agree with the expected result? State the appropriate results and explain why or why not there is agreement.

2. Does the tabular result for m agree with the graphical result? State the appropriate results and explain why or why not there is agreement.

3. Explicitly describe the "linearization" procedure used in the graphical analysis.

4. BONUS: Calculate the tension in the string for various masses, M (Show all steps for +10 points). Hint: Chapter 4 in Open Stax College Physics Textbook/ Chapter 5 in Open Stax University Physics Textbook

I have attached a screenshot of my numbers from the lab as well as the directions thank you in advance

E21 fx B C D E F G H K M N O P R S T U Mass, M, (kg) Angle, 0, (") |Angle, 0, (rad) sin (0) (no units) m (kg) %error Attention: Computers do exactly what you tell Questions: 0.05 30 0.524 D.500 0.0500 0.00 them to do. If you input an angle in degrees, the 0.055 35 0.611 0.574 0.0479 4.29 software (EXCEL) reads your input as a number and not as an angle as you intended. Therefore, 1. Does the tabular result for m agree with the expected result? State the appropriate results and explain why or 0.06 40 0.698 0.643 0.0467 7.1 you must convert the angle to radians. Radians why not there is agreement. 0.065 45 0.785 0.707 0.0460 8.79 allow one to represent angle as a number! 0.07 50 0.873 0.766 0.0457 9.43 21 = 360 > x= 180 0.075 55 0.960 0.819 0.0458 9.22 example: 30" = 30"(x /180) ~ 0.5236 0.08 60 1.047 0.866 0.0462 8.25 EXCEL syntax example: = BI*(pi()/180) 2. Does the tabular result for m agree with the graphical result? State the appropriate results and explain why or 0.085 65 1.135 0.906 0.0469 6.62 why not there is agreement. 0.09 70 1.222 0.940 0.0479 4.41 0.0470 Om 0.0014 3. Explicitly describe the "linearization" procedure used in the graphical analysis. may 10m = 0.0484 0.0982 BONUS: Calculate the tension in the string for various masses, M (Show all steps for +10 points). Hint: Chapter 4 in Open Stax College Physics Textbook/ Chapter 5 in Open Stax University Physics Textbook diff (m, VS. max)= 1.53 % error (m, vs. 50 g)= 6.38 % error (mcdow vs. 50 g)= Sheet1 + Ready 17 Accessibility: Good to go + 100% Files X 5 Microsoft Word - chm1110_06_ x C Home | Chegg.com X + 10 27 ... tv 4Statics (Tension) Fall 22 (1) - Last saved by user - Saved to my Mac Q Home Insert Design Layout References Mailings Review View Share A L Newton's 2nd Law: Statics and Tension: The Vector Nature of Force Theory: Consider the static arrangement shown below in the Figure. 1) Draw a "good" free body diagram (include coordinates and identify all forces acting on M). 2) Apply Newton's 2"4 law to show that: M = 2m sin 0 (2) Note: Upper case "M" Lower case "m" m ml Procedure: Fix both of the end masses, m, at 50 g. The angle 0 will decrease as the central mass, M, is increased. Choose a sufficient variety of masses for M that will give the largest range of angles afforded by your apparatus. Use the protractor to measure the respective angle, 0, associated with each mass, M. Record the data below. Tabular (Use EXCEL) Mass, M angle, a angle, e sing m = M/2sine|% error Attention: Computers do exactly what (kg) (degrees) (radians) (no units) (kg) (%) you tell them to do. If you input an angle I in degrees. the software (EXCEL) reads Page 1 of 1 137 words [x English (United States) Focus - + 100%