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3. Run the simulation by clicking on the pause/play button. While the pendulum bob is oscillating, activate the Period Timer and note the period of oscillation. 4. Keeping the same parameters, make several trials, each time, increasing the acceleration due to gravity by 5 m/s² m until g = 25 m/s². Record your data in the table 3 below. 5. Note that for inverse gravity, all you must do is divide the value 1 by the gravity in column 1. Table 3 Acceleration due to gravity, g, (m/s²) 5 10 15 20 25 Period, T, of Oscillation (s) 2.8220 1.9925 1.6267 1.4081 1.2592 Period Squared (T²) (S²) 7.963684 3.970056 2.646153 1.982746 1.585585 Inverse Gravity (1/g) (s²/m)

3. Run the simulation by clicking on the pause/play button. While the pendulum bob is oscillating, activate the Period Timer and note the period of oscillation. 4. Keeping the same parameters, make several trials, each time, increasing the acceleration due to gravity by 5 m/s² m until g = 25 m/s². Record your data in the table 3 below. 5. Note that for inverse gravity, all you must do is divide the value 1 by the gravity in column 1. Table 3 Acceleration due to gravity, g, (m/s²) 5 10 15 20 25 Period, T, of Oscillation (s) 2.8220 1.9925 1.6267 1.4081 1.2592 Period Squared (T²) (S²) 7.963684 3.970056 2.646153 1.982746 1.585585 Inverse Gravity (1/g) (s²/m)

Physics for Scientists and Engineers, Technology Update (No access codes included)
Physics for Scientists and Engineers, Technology Update (No access codes included)
9th Edition
ISBN:9781305116399
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter39: Relativity
Section: Chapter Questions
Problem 39.1CQ: In several cases, a nearby star has been found to have a huge planet orbiting about it, although...
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I need to add the inverse gravity to my chart. How do I calculate the inverse gravity?

3. Run the simulation by clicking on the pause/play button. While the pendulum bob is oscillating, activate the Period Timer and note the period of oscillation. 4. Keeping the same parameters, make several trials, each time, increasing the acceleration due to gravity by 5 m/s² m until g = 25 m/s2. Record your data in the table 3 below. 5. Note that for inverse gravity, all you must do is divide the value 1 by the gravity in column 1. Table 3 Acceleration due to gravity, g, (m/s²) 5 10 15 20 25 Period, T, of Oscillation (s) 2.8220 1.9925 1.6267 1.4081 1.2592 Period Squared (T²) (s²) 7.963684 3.970056 2.646153 1.982746 1.585585 Inverse Gravity (1/g) (s²/m)
Transcribed Image Text:3. Run the simulation by clicking on the pause/play button. While the pendulum bob is oscillating, activate the Period Timer and note the period of oscillation. 4. Keeping the same parameters, make several trials, each time, increasing the acceleration due to gravity by 5 m/s² m until g = 25 m/s2. Record your data in the table 3 below. 5. Note that for inverse gravity, all you must do is divide the value 1 by the gravity in column 1. Table 3 Acceleration due to gravity, g, (m/s²) 5 10 15 20 25 Period, T, of Oscillation (s) 2.8220 1.9925 1.6267 1.4081 1.2592 Period Squared (T²) (s²) 7.963684 3.970056 2.646153 1.982746 1.585585 Inverse Gravity (1/g) (s²/m)
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