What this deck covers
This deck focuses on Correlation, giving you a quick way to review the definitions, rules, and examples that matter most for AP Statistics.
Study Correlation in AP Statistics with focused flashcards that help you recognize the idea, recall the key rule, and apply it in practice-style prompts.
0% Complete
Identify the correlation type: r=−0.85.
Tap card or press Space to flip
Strong negative correlation. Close to -1 indicates strong negative linear relationship.
How well did you know it?
Card 1 / 76
Space to flip · ← / → to move · once flipped, → Got it · ← Still learning
This deck focuses on Correlation, giving you a quick way to review the definitions, rules, and examples that matter most for AP Statistics.
Work through these flashcards in short sessions. Try to answer each prompt before flipping the card, then revisit any cards you miss until the explanation feels automatic.
Answer: Strong negative correlation. Close to -1 indicates strong negative linear relationship.
Answer: The Pearson correlation significance test. Tests if population correlation differs from zero.
Answer: r=∑(xi−xˉ)2⋅∑(yi−yˉ)2∑((xi−xˉ)(yi−yˉ)). Standardized covariance using sample standard deviations.
Answer: Perfect negative linear correlation. All points lie exactly on a negative-sloped line.
Answer: No linear correlation. Exactly zero means no linear relationship exists.
Answer: Variables should have a linear relationship. Pearson's r requires approximately linear relationships.
Answer: It does not account for causality. Cannot determine which variable influences the other.
Answer: Strong positive correlation. Close to 1 indicates strong positive linear relationship.
Answer: It does not account for causality. Cannot determine which variable influences the other.
Answer: −1 to 1. Bounded range where extremes indicate perfect correlation.
Answer: Perfect positive linear correlation. All points lie exactly on a positive-sloped line.
Answer: Moderate to strong positive correlation. Between moderate and strong positive correlation range.
Answer: Weak positive correlation. Weak but positive linear association between variables.
Answer: A correlation that appears real but is caused by a third variable. Confounding variables create misleading correlations.
Answer: Correlation may underestimate the relationship. Non-linear patterns reduce apparent correlation strength.
Answer: It can lead to underestimating the true correlation. Limited data range reduces correlation variability.
Answer: Variables should have a linear relationship. Pearson's r requires approximately linear relationships.
Answer: Very strong positive correlation. Extremely close to 1 indicates nearly perfect positive relationship.
Answer: No linear relationship between variables. Zero correlation means no linear pattern exists.
Answer: To visually assess the relationship between two variables. Graphically displays correlation patterns and outliers.
Answer: Weak negative correlation. Very close to zero indicates minimal linear relationship.
Answer: It can make correlation less reliable. Unequal variances can affect correlation reliability.
Answer: ρ (rho). Greek letter rho represents population parameter.
Answer: ρ (rho). Greek letter rho represents population parameter.
Answer: No, it measures only linear relationships. Only detects linear relationships, not curves.
Answer: Moderate positive correlation. Halfway between zero and one indicates moderate strength.
Answer: Strong negative correlation. Close to -1 indicates strong negative linear relationship.
Answer: −1 to 1. Bounded range where extremes indicate perfect correlation.
Answer: No linear relationship between variables. Zero correlation means no linear pattern exists.
Answer: No linear correlation. Exactly zero means no linear relationship exists.
Answer: Perfect negative linear correlation. All points lie exactly on a negative-sloped line.
Answer: Moderate to strong negative correlation. Between moderate and strong negative correlation range.
Answer: It can significantly distort the correlation coefficient. Outliers can inflate or deflate correlation strength.
Answer: It can significantly distort the correlation coefficient. Outliers can inflate or deflate correlation strength.
Answer: No, correlation does not imply causation. Association does not establish cause-and-effect relationship.
Answer: To assess the strength and direction of a linear relationship. Main goal is quantifying linear association strength.
Answer: To visually assess the relationship between two variables. Graphically displays correlation patterns and outliers.
Answer: As one variable increases, the other tends to decrease. Strong negative correlation shows variables move opposite.
Answer: It can lead to underestimating the true correlation. Limited data range reduces correlation variability.
Answer: The correlation coefficients between multiple variables. Displays all pairwise correlations in table format.
Answer: Strong negative correlation. Close to -1 indicates strong negative linear relationship.
Answer: Moderate positive correlation. Close to 0.5 indicates moderate positive linear relationship.
Answer: It can make correlation less reliable. Unequal variances can affect correlation reliability.
Answer: Weak positive correlation. Weak but positive linear association between variables.
Answer: Stronger correlation improves prediction accuracy. Higher correlation improves predictive model accuracy.
Answer: Weak negative correlation. Very close to zero indicates minimal linear relationship.
Answer: Moderate to strong negative correlation. Between moderate and strong negative correlation range.
Answer: Correlation measures the strength and direction of a linear relationship between two variables. Quantifies linear association between two quantitative variables.
Answer: It is unitless and unaffected by unit changes. Standardized measure independent of measurement units.
Answer: Perfect positive linear correlation. All points lie exactly on a positive-sloped line.
Answer: Moderate negative correlation. Exactly halfway between zero and perfect negative correlation.
Answer: Strong positive correlation. Close to 1 indicates strong positive linear relationship.
Answer: Moderate to strong positive correlation. Between moderate and strong positive correlation range.
Answer: To assess the strength and direction of a linear relationship. Main goal is quantifying linear association strength.
Answer: Stronger correlation improves prediction accuracy. Higher correlation improves predictive model accuracy.
Answer: No, it measures only linear relationships. Only detects linear relationships, not curves.
Answer: No, correlation does not imply causation. Association does not establish cause-and-effect relationship.
Answer: Proportion of variance explained by the relationship. Squared correlation shows shared variance between variables.
Answer: Moderate positive correlation. Halfway between zero and one indicates moderate strength.
Answer: Moderate negative correlation. Exactly halfway between zero and perfect negative correlation.
Answer: A correlation that appears real but is caused by a third variable. Confounding variables create misleading correlations.
Answer: Strong negative correlation. Close to -1 indicates strong negative linear relationship.
Answer: The Pearson correlation significance test. Tests if population correlation differs from zero.
Answer: As one variable increases, the other tends to increase. Strong positive correlation shows variables move together.
Answer: Moderate negative correlation. Negative value with moderate distance from zero.
Answer: As one variable increases, the other tends to decrease. Strong negative correlation shows variables move opposite.
Answer: r=∑(xi−xˉ)2⋅∑(yi−yˉ)2∑((xi−xˉ)(yi−yˉ)). Standardized covariance using sample standard deviations.
Answer: Correlation measures the strength and direction of a linear relationship between two variables. Quantifies linear association between two quantitative variables.
Answer: Correlation may underestimate the relationship. Non-linear patterns reduce apparent correlation strength.
Answer: Very strong positive correlation. Extremely close to 1 indicates nearly perfect positive relationship.
Answer: As one variable increases, the other tends to increase. Strong positive correlation shows variables move together.
Answer: It is unitless and unaffected by unit changes. Standardized measure independent of measurement units.
Answer: Weak positive correlation. Close to zero indicates weak linear association.
Answer: The correlation coefficients between multiple variables. Displays all pairwise correlations in table format.
Answer: Weak positive correlation. Close to zero indicates weak linear association.
Answer: Moderate negative correlation. Negative value with moderate distance from zero.