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Graphing with Error Bars Explained
May 5, 2025
Lecture on Graphing with Error Bars
Introduction
Instructor expresses commitment to helping students, even outside of regular class hours.
Reminder about students being absent due to a track meet.
Purpose of the Graphing Activity
Focus on encouraging students to try and complete the graphing assignment without penalty for errors.
Importance of attempting and showing work on graph paper.
Understanding Error Bars
Definition:
Error bars represent the standard error of the mean (SEM) values.
Purpose:
Helps in understanding the range of data values.
Instructor recommends calculating and noting the range (e.g., 170±15 becomes 155 to 185) to prevent graphing errors.
Steps for Constructing the Graph
Preparation:
Use graph paper and write down calculations in advance.
Focus on labeling axes correctly.
Axes Labels:
X-axis for individual independent variables.
Y-axis for dependent variables like blood glucose level (unit: mg/dL).
Setting Range and Intervals:
Determine the range from the lowest (90) to the highest (200).
Include breaks in the graph if starting above zero.
Use consistent intervals; suggested by tens but could use fives based on space.
Plotting the Data
Process:
Plot individual data points (1-8) and use error bars to reflect SEM.
Ensure proper spacing to avoid overlapping data points.
Statistical Significance
Overlap in Error Bars:
Overlap indicates no statistically significant difference.
No overlap indicates a statistically significant difference.
Examples:
Comparison between individuals with overlapping vs. non-overlapping error bars.
Tips for Clarity and Accuracy
Draw dots clearly and make sure they are visible through the error bar lines.
Ensure the error bars accurately reflect the SEM.
Use a calculator for dealing with decimal SEM values.
Understand the interpretation of SEM as it relates to the population range.
Conclusion
Importance of revisiting concepts if absent from class.
Encourage students to reach out with questions for clarity.
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