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# Lab 12 ﻿Saif Ismail Pendulum

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1 ) Research to look for equations that will help you find g using a pendulum. Design an experiment and test your style using Celestial satellite and Jupiter. Write your procedure in a paragraph that another college student could use to verify the results. Entertain data, charts, and measurements that support your technique.

Method:

The formula used to estimate the period of oscillation of single pendulum is T = 2π * sqrt( L as well as g). From that, we can calculate " g” through the equation, g = (4π^2 5. L) as well as T^2. During these equations, Capital t is the amount of oscillation, M is the entire pendulum, and g is a constant from the acceleration via gravity. To calculate a precise value pertaining to g, I used two values pertaining to L on Moon and Jupiter of two. 5m and 1 . 00m. From there I used the simulation to calculate T and I blocked that in to the equation to look for g. The average value of g for the moon is 1 . 606m/s^2. Also, the typical value of g about Jupiter is 18. 913m/s^2. The results are listed in the table below.

Site

Length(m)

Period(s)

Acceleration of Gravity(m/s^2)

Moon

2 . 50m

9. 022s

1 . 213m/s^2

Moon

1 . 00m

a few. 736s

1 ) 999m/s^2

Jupiter

2 . 50m

2 . 264s

19. 255m/s^2

Jupiter

1 . 00m

1 . 458s

18. 571m/s^2

installment payments on your Use your procedure to look for g on Planet By. Show your data, graphs, and calculations that support your conclusion.

Location

Length(m)

Period(s)

Velocity of Gravity(m/s^2)

Planet By

2 . 50m

3. 148s

9. 959m/s^2

Planet Back button

1 . 00m

1 . 974s

10. 131m/s^2

So from the table, the standard value of g upon Planet Times would be 15. 045m/s^2.

three or more. Give your bottom line and create an error analysis.

Conclusion:

The strategy I did previously calculate g is that I tested every planet 2 times with the same values to get L on each location. The results i got in the experiment was that g = 1 . 606m/s^2 on the moon, g = 18. 913m/s^2 on Jupiter and g =... ### Bhm415 - Topics in Health Care Plan - Mod4 Essay

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