Error Analysis On Excel Questions

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SUMMARY

This discussion focuses on calculating the final error value for a set of time measurements using Microsoft Excel. The user seeks to average ten time values while incorporating a reaction time error of +/- 0.20 seconds. The standard deviation is calculated in Excel, yielding a value of 0.08947 seconds. The final error value is determined by combining the standard deviation with the reaction time, resulting in a comprehensive error representation of the average time measurement.

PREREQUISITES
  • Understanding of basic statistics, including mean and standard deviation
  • Familiarity with Microsoft Excel functions for statistical calculations
  • Knowledge of error propagation principles in measurements
  • Ability to interpret and manipulate data sets in Excel
NEXT STEPS
  • Learn how to use the Excel STDEV.S function for standard deviation calculations
  • Research error propagation techniques in experimental physics
  • Explore advanced Excel features for statistical analysis, such as Data Analysis Toolpak
  • Understand the concept of weighted averages and their application in error analysis
USEFUL FOR

Students in physics labs, researchers conducting experiments, and anyone needing to perform error analysis on measurements using Microsoft Excel.

BayernBlues
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Homework Statement



The error part of my physics labs have been takin up a lot of time lately. Anyways, say I have 10 numbers for time measurements like 3.53 s, 5.32 s, 3.57 s, 4.89 s, 3.24 s, etc...
and my reaction time is say +/- 0.20 s. I want to average these 10 values out but I have to associate an error reading like with the final value so for example my final value would like like : avg time = 3.23 +/- 0.13 s.

How would I use Microsoft Excel to find that final error value? I know that I could find the standard deviation but that takes forever on paper, and what/how exactly would I propgate it with my reaction time?


Homework Equations



I think you'd have to use those statistics forumlas on Excel
 
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ok to rephrase it, say I find my standard deviation to be 0.08947 using Excel. My reaction time is 0.20 s and my average value is 1.41 s. How would I incorporate/propagate the rxn time and stnd deviation to find the final +/- error value?
 
The error in your avarage value is given by the standard deviation of the set of measurements divided by the square root of 10 - 1, thus divided by three. Your reaction time is incorporated automatically in the spread of the measurements.
 

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