Correlation Analysis Flashcards

1
Q

What is the goal of correlational analysis in scientific research?

A

To determine if there is a relationship between two or more variables.

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2
Q

How does correlational analysis differ from other statistical analyses?

A

Variables are observed in their natural state rather than being manipulated.

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3
Q

What does a correlational analysis measure?

A

How two quantitative variables are related.

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4
Q

What do researchers look for when plotting data in a correlational analysis?

A

If there is a linear or curvilinear relationship.

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5
Q

What is the importance of calculating the strength of the relationship in correlational analysis?

A

To determine if there is a statistically significant relationship.

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6
Q

True or False: Correlation implies causation.

A

False

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7
Q

What defines a positive correlation?

A

Both variables increase together.

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8
Q

What defines a negative correlation?

A

As one variable increases, the other decreases.

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9
Q

What happens on a scatterplot when there is no correlation?

A

Points are spread out and do not resemble a specific line.

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10
Q

What is the correlation coefficient represented by Pearson’s r?

A

A statistic that indicates the degree and direction of the relationship between two variables.

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11
Q

What is the range of values for Pearson’s r?

A
  • -1: Perfectly negative correlation
  • 0: No correlation
  • +1: Perfectly positive correlation
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12
Q

What does an r-value of -0.62 indicate?

A

Moderate, negative correlation.

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13
Q

What is the impact of outliers on correlation coefficients?

A

They can strongly impact the correlation coefficient in one direction or another.

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14
Q

What type of data does Spearman’s ρ (rho) analyze?

A

Ordinal data or non-normal continuous data.

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15
Q

True or False: Pearson’s r is used for nonparametric tests.

A

False

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16
Q

What does a strong positive correlation indicate?

A

As the values of X increase, so do the values of Y.

17
Q

What is the definition of covariance?

A

The direction of the linear relationship between two variables.

18
Q

Fill in the blank: A _______ relationship exists when the plotted ordered pairs approximate a straight line.

19
Q

What is a curvilinear relationship?

A

When the relationship between two variables does not follow a linear pattern.

20
Q

What does a correlation coefficient less than r = -0.5 or greater than r = +0.5 indicate?

A

A potential relationship between two variables.

21
Q

What is one limitation of correlational studies?

A

They cannot verify a cause-and-effect relationship.

22
Q

What is a common method to visually represent correlations?

A

Scatterplots.

23
Q

What is the role of the independent variable in a correlational analysis?

A

It explains changes in the dependent variable.

24
Q

What is the significance of the correlation coefficient in a dataset?

A

It indicates the degree of relationship or consistency between variables.

25
Q

What should researchers consider when studying correlations?

A

The range of values and the presence of outliers.

26
Q

What is the difference between parametric and nonparametric tests?

A

Parametric tests assume population parameters, while nonparametric tests do not.

27
Q

What is an outlier?

A

An outlier is an extreme value that is either much smaller than or much larger than most of the values in a dataset.

28
Q

How do outliers affect correlation coefficients?

A

Outliers can strongly impact the correlation coefficient in one direction or another.

29
Q

What is the importance of considering outliers in research?

A

It is important to determine if outliers are errors or true values to understand the true relationship between variables.

30
Q

True or False: Outliers always indicate an error in the data.

31
Q

Fill in the blank: If an outlier is truly part of the range of data, it may provide a more _______ representation of the population.

A

[accurate]

32
Q

What should researchers do before removing outliers from a dataset?

A

Researchers should ensure there is evidence that outliers are the result of errors rather than true values.

33
Q

When analyzing data, what can outliers skew?

A

Outliers can skew the results and cause an inaccurate measure of a relationship.