Correlational Research and Its Implications
Correlational Research
Definition and Purpose
Correlational research is a method used to study the association between two variables.
It aims to determine how these variables change in relation to one another.
Key Concepts in Correlational Research
Correlation Coefficient
A numerical representation of the degree of association between two variables.
Range: The correlation coefficient falls between -1 and 1.
Closer to -1 or 1 indicates a stronger relationship, while closer to 0 indicates a weaker relationship.
Significance of the correlation coefficient is defined by two properties: magnitude and direction.
Magnitude and Direction of Correlation
Positive Correlation:
Both variables change in the same direction.
Example: High school GPA and university GPA increase together.
As high school GPA goes up, university GPA tends to also go up.
Conversely, a lower high school GPA typically correlates with a lower university GPA as both move downwards.
Negative Correlation:
Variables change in opposite directions.
Example: Absences and exam scores.
More absences lead to lower exam scores; attending more classes usually results in improved grades.
This indicates a negative correlation as one variable's increase leads to a decrease in the other.
Strength of Correlation
A positive correlation might be quantified as:
High school GPA to university GPA: e.g., 0.71 (signifying a strong positive correlation).
Exam scores relate to absences, e.g., -0.83 (indicating a moderately strong negative correlation).
For unrelated variables, such as the number of pets owned and hair on one’s head, correlation values might be close to zero (e.g., 0.08 or 0.17);
Suggesting no meaningful relationship.
Important Considerations
Correlation Does Not Equal Causation
Correlation alone does not establish that one variable causes another.
Possible interpretations:
Variable A might cause Variable B.
Variable B might cause Variable A.
A third variable could influence both A and B.
Example:
Correlation between health and humor: both positively correlated, but cause cannot be established without further investigation.
Hypothetical Third Variable: E.g., killer clowns could serve as an intermediary variable affecting both health and sense of humor.
Chance Correlations
Random pairings of unrelated variables can yield correlational relationships.
Examples of spurious correlations:
Drownings in pools correlating with Nicolas Cage films.
Winning spelling bee words correlating with deaths by venomous spiders.
Media and politicians may misuse these arbitrary correlations to support their arguments, misleading the public.
Illusory Correlations
Our brains are wired to detect patterns, which can lead to misperceptions of relationships between unrelated variables.
Example:
Beliefs about full moons affecting behavior, despite research showing no significant changes in crime or health statistics.
Superstitions in gambling behavior.
Memory Bias
People tend to remember instances that confirm their preconceived beliefs, leading to reinforced stereotypes.
Example: A memorable odd couple confirms the belief that opposites attract, while hundreds of similar couples do not stand out.
Conclusion
Critically evaluating correlational research is essential in academia to differentiate true causation from mere association.
Awareness of potential sequence, confounding variables, and cognitive biases is critical in data interpretation and correct understanding of psychological phenomena.