Acceleration due to gravity using a compound pendulum experiment

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Homework Help Overview

The discussion revolves around a compound pendulum experiment aimed at determining the acceleration due to gravity. Participants are analyzing the relationship between the length of the pendulum and the square of the period of oscillation, as represented in a graph.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • The original poster shares their collected data and expresses concern about the accuracy of their results, questioning how to adjust their values without repeating the experiment. Some participants suggest focusing on the current results and discussing potential errors and uncertainties in the measurements.

Discussion Status

Participants are exploring various interpretations of the data and the appropriate graph to plot. There is a suggestion to analyze the errors in the experiment, indicating a productive direction in addressing the original poster's concerns about their results.

Contextual Notes

There is mention of a specific formula and the need for the graph to yield a straight line through the origin, as well as a reference to the length of the pendulum. The original poster is constrained by the inability to repeat the experiment.

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I am required to plot a graph of l(1+L^2/12l^2) on the x-axis and T^2 on the y axis.The graph must be a straight line through the origin.I got the following values for the l values on the x-axis .57,.47,.37,.27,.17 and corresponding values of T^2 2.46,2.52,2.56,3.24,8.12.As you can see my values are totally off and do not give the necessary slope needed to give 9.8 when subbed into the formula g=4pi^2/slope.Please advise on how i would go about changing the values to suit as I'm unable to do the experiment again

the original formula is T=2pi(sqr l/g) (1+L^2/12l^2)

Big L is 1.2m






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You should probably just use the results you have now and then comment on what made them so shoddy. Comment on uncertainties in the measurements and methods to improve your experiment. I think lecturers would prefer bad results with evidence that you've thought about the problems than good results.
 
the graph you should be plotting is L(T^2) against L^2 This should be approximatly a straight line, and the gradient should give you g, I think...
 
please tell me the errors that could be occur in the practical compound pendulum...?
 

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