10. Calculate the period, T, for the pendulum motion represented in the followingAmplitude (in degrees) versus Time (in seconds) graphs. Figure 1-a is for thefirst crest and Figure 1-b is for the fifth crest of the same run? Show work.1614-(2.1500, 15.2(6.1000,deg)1212108647CFigure 1- aFigure 1-b

Answered: Image /qna-images/answer/131ca6fa-df11-41c6-8e94-802910c2fd72.jpg

Answered: 10. Calculate the period, T, for the…

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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1. Based on the values provided, complete the following table. (Please Note: Trial 1 and Trial 2 values are given for 20 oscillations) Table 1: Calculation of acceleration due to gravity (keeping mass and amplitude constant) Square of Pendulum Time Period Trial 1 Trial 2 Mean L/T? Time period length L (cm) (s) (s) (s) T (s) (m/s?) T? (s²) 40 25.4 25.3 45 26.9 26.8 50 28.4 28.3 55 29.7 29.9 60 31.08 31.00 Mean value of Calculated value of L/T? (m/s²) (m/s?)
Step by step solution
You want to measure the period of pendulum with a stopwatch. Which technique will help minimize the error in the measurement? a. Measure the time for 10 swings across and back and divide by 10 b. Measure half of one swing across and multiply that time by 4. c. Measure one swing across and back, no multiplying is necessary. d. Do multiple measurements and take the average period. e. Both (a) and (d) will help.
1. Based on the values provided, complete the following table. (Please Note: Trial 1 and Trial 2 values are given for 20 oscillations) Table 1: Calculation of acceleration due to gravity (keeping mass and amplitude constant) Square of Pendulum Time Period Trial 1 Trial 2 Mean Time period L/T? length L (cm) (s) (s) (s) T (s) (m/s?) T? (s?) 50 28.4 28.3 55 29.7 29.9 60 31.1 31.0 65 32.3 32.4 70 33.6 33.5 Mean value of Calculated value of L/T? (m/s?) (m/s?)
Drag each label to the correct location on the equation. Not all labels will be used. The time, 7. in seconds, a pendulum takes to move back and forth once is 2/7 times the square root of the length of the pendulum, L. in feet, divided by the square root of the acceleration due to gravity. 32 feet/second². Enter the correct values in the equation with respect to the motion of the pendulum. 207 T 32 L 882 7.29 0.55 If it takes the pendulum 1.5 seconds to move back and forth once, the length of the pendulum is approximately feet.
Find amplitude, period, frequency and/or angular frequency. The numbers I put are my guesses, but idk if they're right
Mass vs. Period of Oscillation .**. .... . OT What would the units of slope be for this graph? 1 4 8. mass (kg) Model 1 -- Model 2 Your answer: kg s kg/s s/kg There is no way to tell from the graph. 3. (s) po 41
1. Based on the values provided, complete the following table. Not yet (Please Note: Trial 1 and Trial 2 values are given for 20 oscillations) answered Marked out of Table 1: Calculation of acceleration due to gravity (keeping mass and amplitude constant) 6.00 P Flag question Pendulum Trial Trial Square of Time Period Мean LIT length 2 Time period (s) T(s) (m/s?) L (cm) (s) (s) T (s) 60 31.1 31.0 65 32.3 32.4 70 33.5 33.6 75 34.8 34.7 80 35.8 36.0 Mean value of LIT (m/s²) Calculated value of (m/s²) Question 2 2. Calculate the acceleration due to gravity from the graph given below: Not vet answered Length vs Time2 Marked out of 5 2.00 4.5 P Flag question 3.5 2.5 2 1.5 1 0.5 0.2 0.4 06 0.8 1.2 Length (m) Calculated quantities Value Unit slope from the graph s2/m g from the graph m/s2 Question 3: Conclusion The period of a simple pendulum depends on • In order to triple the period of the simple pendulum, length of the simple pendulum should be : The period of the simple pendulum is…
The spring constant of a coiled spring is 50 N/cm. Its value in SI system is a. 5 b. 0.5 C. 5000 d. 500
Mass vs. Period of Oscillation 4 ..*********... ..... 1 .......... . .. 4 6 8. mass (kg) ......... Model 1 -- Model 2 What is the period (approximately) when the mass is 5 kg? Your answer: 1.7 s O 3.2 s 5.0 s 5. (s) pouad
Mass vs. Period of Oscillation ... . ... .. 1 b............ 6 8 mass (kg) ....... Model 1 -- Model 2 What general pattern is shown on this part of the graph? Your answer: Period increases when mass increases. Period decreases when mass increases. The two variables seem to be independent of each other. (s) pouad
4. A mass on a spring oscillates between point A and B as shown, Use the below figure to answer this question. At which point is the acceleration of the mass greatest?

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