Correlations Flashcards

1
Q

What is a correlation?

A

a relationship between two variables

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2
Q

What do correlations measure?

A

Correlational studies measure the relationship among 2 co-variables (e.g., weight and stress).
NO IV or DV as they’re not being manipulated and can’t determine cause and effect

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3
Q

What are the different types of correlation?

A
  • positive correlation
  • negative correlation
  • no correlation
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4
Q

What is a positive correlation?

A

when one co-variable increases so does the other.

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5
Q

What is a negative correlation?

A

as 1 variable increases the other variable decreases.

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6
Q

What does “no correlation” mean?

A

no relationship between the co-variables.

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7
Q

What is correlation coefficient?

A

a number between -1 and 1

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8
Q

How do you measure the strength of a coefficient?

A

By calculating the correlation coefficient
the closer the score is to -1, the stronger the negative correlation
the closer to +1, the stronger the positive correlation
a score of 0 would indicate no correlation

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9
Q

What is a correlational directional hypotheses?

A

Previous research shows a direction, states the direction of the relationship

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10
Q

What is a correlational non-directional hypotheses?

A

No previous research with no direction, does not state the direction of the relationship.

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11
Q

Give an example of a correlational directional hypotheses

A

e.g. there will be a positive correlation between scores on a happiness questionnaire and scores on a health questionnaire.

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12
Q

Give an example of a correlational non-directional hypotheses

A

E.g. there will be a correlation between scores on a happiness questionnaire and scores on a health questionnaire.

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13
Q

What are generally used to display correlations?

A

Scatter graphs

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14
Q

Give some advantages of correlations

A
  • Correlational studies let predictions be made about the trend direction and strength of the relationship between the co-variables.
  • No manipulation required.
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15
Q

Give some disadvantages of correlations

A
  • Don’t establish cause and effect.
  • Some correlations could be purely due to chance, and these results could be misrepresentative.
  • Only suitable for linear relationships
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