Practice
Scatter Plots Practice
Fifty original chart-based questions on association, regression, slope, prediction, residuals, model limits, and nonlinear form.
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Question 1
Explanation
Larger inputs tend to occur with larger responses.
Question 2
Explanation
Larger inputs tend to occur with smaller responses.
Question 3
Explanation
There is no consistent upward or downward pattern.
Question 4
Explanation
The response rises overall along a curve.
Question 5
Explanation
The points rise and follow an approximately straight pattern.
Question 6
Explanation
Describe the overall association while avoiding unsupported causal language.
Question 7
Explanation
Describe the overall association while avoiding unsupported causal language.
Question 8
Explanation
Describe the overall association while avoiding unsupported causal language.
Question 9
Explanation
Describe the overall association while avoiding unsupported causal language.
Question 10
Explanation
Describe the overall association while avoiding unsupported causal language.
Question 11
Explanation
Substitute \(x=5\): \(\hat{y}=6(5)+48=78\).
Question 12
Explanation
Substitute \(x=3\): \(\hat{y}=6(3)+48=66\).
Question 13
Explanation
Substitute \(x=7\): \(\hat{y}=6(7)+48=90\).
Question 14
Explanation
Substitute \(x=2\): \(\hat{y}=6(2)+48=60\).
Question 15
Explanation
Substitute \(x=6\): \(\hat{y}=6(6)+48=84\).
Question 16
Explanation
In a linear model, the coefficient of \(x\) is predicted response change per input unit.
Question 17
Explanation
In a linear model, the coefficient of \(x\) is predicted response change per input unit.
Question 18
Explanation
In a linear model, the coefficient of \(x\) is predicted response change per input unit.
Question 19
Explanation
In a linear model, the coefficient of \(x\) is predicted response change per input unit.
Question 20
Explanation
In a linear model, the coefficient of \(x\) is predicted response change per input unit.
Question 21
Explanation
Residual is observed minus predicted: \(63-60=3\).
Question 22
Explanation
Residual is observed minus predicted: \(64-66=-2\).
Question 23
Explanation
Residual is observed minus predicted: \(75-72=3\).
Question 24
Explanation
Residual is observed minus predicted: \(80-84=-4\).
Question 25
Explanation
Residual is observed minus predicted: \(92-90=2\).
Question 26
Explanation
Compare observed \(y=53\) with predicted \(\hat{y}=54\). The observed point is below the line.
Question 27
Explanation
Compare observed \(y=61\) with predicted \(\hat{y}=60\). The observed point is above the line.
Question 28
Explanation
Compare observed \(y=62\) with predicted \(\hat{y}=66\). The observed point is below the line.
Question 29
Explanation
Compare observed \(y=78\) with predicted \(\hat{y}=78\). The observed point is on the line.
Question 30
Explanation
Compare observed \(y=91\) with predicted \(\hat{y}=90\). The observed point is above the line.
Question 31
Explanation
The input \(4\) is inside the observed range, so the prediction is interpolation.
Question 32
Explanation
The input \(10\) is outside the observed range, so the prediction is extrapolation.
Question 33
Explanation
The input \(5\) is inside the observed range, so the prediction is interpolation.
Question 34
Explanation
The input \(0\) is outside the observed range, so the prediction is extrapolation.
Question 35
Explanation
The input \(6\) is inside the observed range, so the prediction is interpolation.
Question 36
Explanation
Scatter plots reveal association and model fit, but design and context govern causal or extrapolative claims.
Question 37
Explanation
Scatter plots reveal association and model fit, but design and context govern causal or extrapolative claims.
Question 38
Explanation
Scatter plots reveal association and model fit, but design and context govern causal or extrapolative claims.
Question 39
Explanation
Scatter plots reveal association and model fit, but design and context govern causal or extrapolative claims.
Question 40
Explanation
Scatter plots reveal association and model fit, but design and context govern causal or extrapolative claims.
Question 41
Explanation
The visual form bends consistently, so a nonlinear model may preserve structure that a straight line misses.
Question 42
Explanation
The visual form bends consistently, so a nonlinear model may preserve structure that a straight line misses.
Question 43
Explanation
The visual form bends consistently, so a nonlinear model may preserve structure that a straight line misses.
Question 44
Explanation
The visual form bends consistently, so a nonlinear model may preserve structure that a straight line misses.
Question 45
Explanation
The visual form bends consistently, so a nonlinear model may preserve structure that a straight line misses.
Question 46
Explanation
Use model definitions, units, and evidence limits directly.
Question 47
Explanation
The prediction is \(5(6)+22=52\); observed equals predicted plus residual, so \(52-4=48\).
Question 48
Explanation
Use model definitions, units, and evidence limits directly.
Question 49
Explanation
Use model definitions, units, and evidence limits directly.
Question 50
Explanation
Use model definitions, units, and evidence limits directly.
Keyboard: use Tab to move, arrow keys to change answer choices, and Enter to check an answer.
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Questions to review
No mistakes this time. Excellent work.
- Question 1Association directionEasy
- Question 2Association directionEasy
- Question 3Association directionEasy
- Question 4Association directionEasy
- Question 5Association directionEasy
- Question 6Scatter-plot interpretationEasy
- Question 7Scatter-plot interpretationEasy
- Question 8Scatter-plot interpretationEasy
- Question 9Scatter-plot interpretationEasy
- Question 10Scatter-plot interpretationEasy
- Question 11Regression predictionEasy
- Question 12Regression predictionEasy
- Question 13Regression predictionEasy
- Question 14Regression predictionEasy
- Question 15Regression predictionEasy
- Question 16Regression slopeMedium
- Question 17Regression slopeMedium
- Question 18Regression slopeMedium
- Question 19Regression slopeMedium
- Question 20Regression slopeMedium
- Question 21ResidualsMedium
- Question 22ResidualsMedium
- Question 23ResidualsMedium
- Question 24ResidualsMedium
- Question 25ResidualsMedium
- Question 26Observed versus predictedMedium
- Question 27Observed versus predictedMedium
- Question 28Observed versus predictedMedium
- Question 29Observed versus predictedMedium
- Question 30Observed versus predictedMedium
- Question 31Interpolation and extrapolationMedium
- Question 32Interpolation and extrapolationMedium
- Question 33Interpolation and extrapolationMedium
- Question 34Interpolation and extrapolationMedium
- Question 35Interpolation and extrapolationMedium
- Question 36Regression limitationsMedium
- Question 37Regression limitationsMedium
- Question 38Regression limitationsMedium
- Question 39Regression limitationsMedium
- Question 40Regression limitationsMedium
- Question 41Nonlinear associationHard
- Question 42Nonlinear associationHard
- Question 43Nonlinear associationHard
- Question 44Nonlinear associationHard
- Question 45Nonlinear associationHard
- Question 46Advanced regression reasoningHard
- Question 47Advanced regression reasoningHard
- Question 48Advanced regression reasoningHard
- Question 49Advanced regression reasoningHard
- Question 50Advanced regression reasoningHard