Question: Put Why Graph 1 looks so different from Graph 2 even with identical data The y-axis scale is truncated in Graph 1 (roughly 950-1000), so
Put "Why Graph 1 looks so different from Graph 2 even with identical data
- The y-axis scale is truncated in Graph 1 (roughly 950-1000), so small numerical differences (e.g., 970 vs 985 vs 955) are visually exaggerated.
- Graph 2 uses a baseline at zero and a full 0-1000 range, so the same differences look modest.
- Same data, different axis ranges and baselines change visual impression.
- Example of a misleading graph
- Source and link: "Fox News' misleading unemployment chart" (example archived and discussed here): https://www.mediamatters.org/fox-news/foxs-misleading-graph-unemployment-rate
- What it shows: A bar/line display of U.S. unemployment rates where the y-axis starts near 7.8% rather than 0%.
- Why it's misleading: By cutting off the lower part of the axis, tiny percentage changes look dramatic, implying a much larger swing than actually occurred. The visual difference suggests a crisis-scale jump even though the underlying numbers changed only slightly.
- How to fix it: Start the y-axis at zero (or clearly justify and flag any nonzero baseline), use consistent intervals, add data labels, and avoid unnecessary 3D or heavy shading that can distort perception.
- Sample reply to a classmate (you can adapt this to a specific post) "Great find! I agree the graph is misleading because the y-axis is truncated, which inflates small differences. To improve it, I'd start the axis at zero, use equal tick marks, and add exact data labels. If space is an issue, a dot plot with a full scale would show the differences honestly without exaggeration." one short paragraph without changing any words
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