Correlation Flashcards

1
Q

What is the correlation in simple terms?

A

Correlation refers to a relationship (might be causal but might not) between two variables

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2
Q

What is the correlation in scientific terms?

A

Correlated variables are non-independent (i.e. if you vary one you tend to get a predictable change in the other)

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3
Q

A relationship (might be causal but might not) between two variables is known as…?

A

Correlation

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4
Q

How do we measure the amount of correlation?

A

Covariance

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5
Q

The extent to which a change in one variable is associated with predictable changes in a another variable – i.e. the extent to which they vary together

This is known as…?

A

Covariance

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6
Q

Define covariance

A

The extent to which a change in one variable is associated with predictable changes in another variable – i.e. the extent to which they vary together

Simply = as variable y increases, to what extent will variable x also increase or decrease

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7
Q

Are 2 variables related?

Is this a research question investigating causal or correlational relationships?

A

Correlational relationships

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8
Q

There will be a relationship between pie eating and weight such that the more pies eaten the heavier people will be

Is this a hypothesis investigating causal or correlational relationships?

A

Correlational relationships

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9
Q

True or False?

Causality can be inferred from correlation

A

False

Causality cannot be inferred from correlation

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10
Q

True or False?

Just because 2 variables are correlated, does not mean we should conclude that they have causal relationships

A

True

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11
Q

If we can’t assume that one variable causes another, why do they still have a correlational relationship?

A

Because there is an underlying variable that causes both of the variables to be related to each other

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12
Q

What are the 4 types of correlation?

A

1) Perfect positive
2) Perfect negative
3) Imperfect positive
4) Imperfect negative

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13
Q

Define perfect positive correlation

A

As variable x increases, variable y also increases at the same rate

Straight line going up

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14
Q

Define perfect negative correlation

A

As variable x increases, variable y decreases at the same rate

Straight line going down

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15
Q

Define imperfect positive correlation

A

As variable x increases, variable y also increases but not at the same rate

Not a straight line going up

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16
Q

Define imperfect negative correlation

A

As variable x increases, variable y decreases not at the same rate

Not a straight line going down

17
Q

What type of correlation is this?

As variable x increases, variable y also increases at the same rate

Straight line going up

A

Perfect positive

18
Q

What type of correlation is this?

As variable x increases, variable y decreases at the same rate

Straight line going down

A

Perfect negative

19
Q

What type of correlation is this?

As variable x increases, variable y also increases but not at the same rate

Not a straight line going up

A

Imperfect positive

20
Q

What type of correlation is this?

As variable x increases, variable y decreases not at the same rate

Not a straight line going down

A

Imperfect negative

21
Q

What are the 3 ways to measure linear correlation between 2 variables?

A

1) Pearson’s r statistic
2) Spearman’s rho
3) Relationships between categorical variables with frequency data using Chi-square

22
Q

Correlation coefficient is measured by….?

A

Pearson’s r statistic

23
Q

What does Pearson’s r statistic allow us to do?

A

Allows us to conduct a formal analysis to test hypotheses regarding the presence of a linear relationship between variables

24
Q

When two variables are negatively correlated an increase in one variable will tend to be accompanied by a decrease in the other variable.

a. True
b. False

A

a. True

25
Q

In a correlational research design, we commonly manipulate an independent variable and then look for the effect of this manipulation on a dependent variable.

a. True
b. False

A

b. False

26
Q

When two variables have a strong positive correlation the implication is that increasing one variable typically causes the other variable to increase

a. True
b. False

A

b. False