1. INTRODUCTION
Psychological statistics is the application of statistical methods to psychological data. It helps
researchers organize raw data, analyze patterns, and make evidence-based conclusions about
human behavior and mental processes.
In psychology, we often deal with large amounts of data from tests, experiments, surveys, and
observations. Statistics helps convert these numbers into meaningful information.
Why it is important:
Helps make sense of data – Raw scores alone are not meaningful until analyzed.
Supports decision-making – Used in clinical diagnosis, education, and research.
Allows prediction – Helps predict behavior based on patterns.
Tests theories scientifically – Determines whether psychological theories are supported
by data.
Two Major Branches:
1. Descriptive Statistics
Descriptive statistics are used to organize and summarize data so it becomes understandable. It
does not make conclusions beyond the data collected.
Examples include:
Mean (average performance of a group)
Standard deviation (how spread out scores are)
Tables and graphs (visual representation of data)
Purpose: To describe what the data looks like.
2. Inferential Statistics
Inferential statistics are used to make generalizations or predictions about a population based on
sample data.
Examples include:
t-tests (comparing two groups)
ANOVA (comparing multiple groups)
, Correlation (relationship between variables)
Purpose: To draw conclusions beyond the sample.
2. VARIABLES AND LEVELS OF MEASUREMENT
Types of Variables:
Independent Variable (IV)
The independent variable is what the researcher manipulates or categorizes to observe its effect.
Example: Type of therapy used (CBT vs psychoanalysis) - It is the cause in an experiment.
Dependent Variable (DV)
The dependent variable is the outcome being measured.
Example: Level of anxiety after therapy - It is the effect.
Control Variables
These are variables kept constant so they do not influence the results.
Example: Age, gender, or testing environment
Levels of Measurement:
1. Nominal Level
This is the simplest level of measurement where data is categorized without any order.
Example: Blood type, gender, diagnosis categories - Only labels, no ranking.
2. Ordinal Level
Data is ranked or ordered, but the distance between ranks is not equal.
Example: Class ranking, satisfaction ratings - We know order, but not exact difference.
3. Interval Level
Data has equal intervals between values but no true zero.