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Imagine you are plotting the results of an experiment comparing anxiety levels across two therapy conditions. If you want to visually display the variability of the scores by adding error bars to your bar graph, where exactly must you draw them relative to your data markers, and what two statistical options do you have for their directional length?
Question: Imagine you are plotting the results of an experiment comparing anxiety levels across two therapy conditions. If you want to visually display the variability of the scores by adding error bars to your bar graph, where exactly must you draw them relative to your data markers, and what two statistical options do you have for their directional length?
Sample answer: You must draw the error bars as vertical lines extending upward and downward from the main data markers (the tops of the bars). For their length, you can choose to have them extend either one standard error () or one standard deviation () in each direction.
Key points:
- Draw error bars as vertical lines extending upward and downward from the main data markers.
- The error bars represent variability in each group.
- The lengths of the error bars typically extend one standard error () or one standard deviation () in each direction.
Feedback: The response should correctly identify that error bars are drawn vertically extending upward and downward from the main data markers (such as the top of a main bar or point). It must also state that their length in each direction can represent either one standard error () or one standard deviation ().
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Research Methods in Psychology - 4th American Edition @ KPU
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Imagine you are plotting the results of an experiment comparing anxiety levels across two therapy conditions. If you want to visually display the variability of the scores by adding error bars to your bar graph, where exactly must you draw them relative to your data markers, and what two statistical options do you have for their directional length?