Scatter Plots and Bivariate Data Quiz
Grade 8 · Math · Quiz
Practice analyzing scatter plots, trend lines, and data associations.
Questions
As temperature rises, ice cream sales rise. This shows:
- Negative association
- No association
- Positive association
- Causation
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Answer: Positive association
Both variables (temperature and sales) increase together.
A strong association means data points cluster tightly around the trend line.
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Answer: True
Strength of association = how tightly points cluster around the trend line.
A scatter plot with no clear trend shows ___ association.
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Answer: no
No pattern means the variables are not related.
Trend line: y = -3x + 50. The negative slope tells us:
- y increases as x increases
- y decreases as x increases
- No relationship
- Data is random
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Answer: y decreases as x increases
Negative slope means the trend goes downward.
Line of best fit: y = 4x + 2. Predict y when x = 5.
- 22
- 25
- 30
- 42
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Answer: 22
y = 4(5) + 2 = 20 + 2 = 22.
An outlier must always be removed from the data set.
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Answer: False
Outliers should be investigated — they may be errors OR genuinely exceptional cases.
'Wearing big shoes causes tallness' confuses correlation with ___.
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Answer: causation
Shoe size and height are correlated but shoe size does not cause height.
Which describes the strongest negative association?
- Random scatter
- Points loosely trending down
- Points tightly on a downward line
- All points above x-axis
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Answer: Points tightly on a downward line
Strong = tight clustering; negative = downward trend.
A trend line has positive slope. This means:
- As x increases y decreases
- As x increases y increases
- x and y are equal
- No pattern
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Answer: As x increases y increases
Positive slope: rise/run is positive — y goes up as x goes up.
You can use a line of best fit to predict values outside the data range.
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Answer: True
Extrapolation uses the trend line beyond the data range, though reliability decreases with distance.
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