Simple Pendulum Parameters(Angle, Mass, Length, and Damping)T/ Laboratory ReportDATA TABLE 1Purpose: To investigate the small-angle approximation.Mass. m 80.675gPendulum length, L]71.5cmPeriod T (S)PercentAngle 0Conclusion.errorExperimentalTheoretical5°1.67610°1.69520°1.71230°1.71845°1.749DATA TABLE 2Purpose: To investigate period dependence on mass.71.5cm15 degreeT(s )PercentConclusion:(g )errorExperimentalTheoretical228.61.74983.2451.748245.5321.725Don't forget units(соmtinued)53 EXPERIMENT4Simple Pendulum ParametersLaboratory ReportDATA TABLE 3Purpose: To investigate period dependence on length.15 degree80.675L.PercentConclusion:cmExperimentalTheoreticalerror41.01.23446.01.33253.01.44958.51.515Value of g from experimentaldata (slope of graph)(units)Percent error

Answered: Image /qna-images/answer/63a813bc-133a-4645-aa68-8a7423fa5061.jpg

Simple Pendulum Parameters (Angle, Mass, Length, and Damping) T Laboratory Report DATA TABLE 1 Purpose: To investigate the small-angle approximation. 80.675g Pendulum length, L]71.5cm Mass. m Period T (S) Percent Angle 0 Conclusion: error Experimental Theoretical 5° 1.676

Simple Pendulum Parameters (Angle, Mass, Length, and Damping) T Laboratory Report DATA TABLE 1 Purpose: To investigate the small-angle approximation. 80.675g Pendulum length, L]71.5cm Mass. m Period T (S) Percent Angle 0 Conclusion: error Experimental Theoretical 5° 1.676

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)...

See similar textbooks

Similar questions

What is the length (in cm) of a pendulum that has a period of 0.881 s? cm Additional Materials O Reading
Length of string: 100 cm Table 1-Effect of oscillation amplitude The bob’s Time to complete 5 cycles Mass of bob: 0.025 grams Initial bob angle: (degrees) Horizontal amplitude displacement Trial 1 -Sec Trail 2 -Sec Trial 3 -Sec Avg. 5 cycles. Std. Dev. 5 cycles Estimated period 1 cycle. 5 deg 32 cm 10 9.5 10 9.83 ,288 2.1 10 deg 52 cm 9.5 9.8 9.9 9.73 .208 1.9 15 deg 59 cm 9.9 10 9.7 9.866 .152 1.98 20 deg 70 cm 9.9 10 9.8 9.9 .1 1.98 25 deg 84 cm 9.9 10 9.9 9.933 .057 1.98 30 deg 97 cm 9.7 10.1 10 9.933 .208 1,94 Using the approximated formula for the period of the oscillation, and the measures of period (T) found in Table 1, estimate the value of g for each initial angle. Assuming a value of g equal to 9.81 m/s 2, calculate the relative error for each initial angle. Record your results in Table 1.a. formula: t=2pi sqrt l/g…
Plz solve I vill upvote
a pendulum moves through its equilibrium position once every 5 seconds. Calculate the length of the pendulum
please only type answer
A 1.30 kg mass oscillates according to the equation x = 0.500 cos 8.30t, where x is in meters and t is in seconds. Part A Part B Part C Part D Determine the kinetic energy when x = 0.240 m . HÀ Exinetic = Value Units Submit Request Answer Part E Determine the potential energy when x = 0.240 m . HA Epotential Value Units
PART A. Simple Pendulum Fill in the table with your gathered data. Note that when computing always use raw data, but answers in the table must be round off to the specified place values. Answers must be numerical values only and must have no comma or space between numbers. Table 1. Simple Pendulum Mass: 1.00 kg Total time (s) Period T (s) Square of the Period T2 (s2) Length of Pendulum l(m) 25 oscillations Round off to hundredths place (2 decimals) Round off to hundredths place (2 decimals) Round off to tenths place (1 decimal) 0.30 0.40 0.50 0.60 0.70 0.80 0.90 1.00
A pendulum completed 30 full cycles in 3 seconds. Determine the period and frequency of thependulum.
Write an equation to define the period of oscillation for a simple pendulum. Explain each variable in it. Also state the law of conservation of kinetic energy.
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) Pendulum Square of Trial Trial Time Period L/T? (m/s?) Mean Time period length L (cm) (s) T (s) (s) (s) T? (s?) 20 17.9 18.0 25 19.9 20.0 30 21.9 22.1 35 23.7 |23.8 40 25.4 25.3 Mean value of L/T2 Calculated value of g (m/s?) (m/s²)
Answer as either true or false
Hint A simple pendulum on the surface of Earth is found to undergo 16.0 complete small-amplitude oscillations in 8.65 s. Find the pendulum's length L. L = about us careers privacy policy terms of use contact us help