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Statistics in Behavioral
Sciences
Lecture 1. Introduction to Statistical Methodology
PSY 055
Statistics, Science and Observations
“Statistics” means “statistical
procedures”
Uses of Statistics
• Organize and summarize information
• Determine exactly what conclusions
are justified based on the results that
were obtained.
Population and Samples
Population
•The set of all the individuals of
interest in a particular study.
•“Population of interest”
•Vary in size; often quite large.
Population and Samples
What if you can not study the population of
interest?
• Vary in size; often quite large.
• Population of all depressed patients.
• Population of all gun violence victims.
• Population of all registered voters in the
Philippines.
Population and Samples
Sample
•A set of individuals selected from
a population.
•Usually intended to represent the
population in a research study.
Parameters and Statistics
Parameters
• A value, usually a numerical value, that
describes a population.
• Derived from measurements of the
individuals in the population.
Parameters and Statistics
Statistics
• A value, usually a numerical value, that
describes a sample.
• Derived from measurements of the
individuals in the sample.
Parameters and Statistics
Parameter: Population &
Sample: Statistics
• Rarely able to study
population of
interest(Parameter).
• Makes interferences based on
sample statistics
instead(Statistics).
• Sample mean becomes the
best guess of population
mean.
Data and Variable
• A datum (singular)
• A single measurement or observation.
• Commonly called a score or raw score
• Data (plural)
• Measurements or observations of a variable.
• Data set
• A collection of all measurements or
observations.
Data and Variable
• A variable, or random variable, is a characteristic or
measurement that can be determined for each member
of a population.
• Variables may be numerical or categorical.
• Numerical variables take on values with equal units
such as weight in pounds and time in hours.
• Categorical variables place the person or thing into a
category.
Descriptive and Inferential Statistics
Descriptive statistics
• Focus on describing the visible
characteristics of a dataset (a population or
sample)
• Summarize, Organize, and Simplify Data
• Tables, Graphs, Averages
Descriptive and Inferential Statistics
Inferential statistics
• Study samples to make generalizations
about the populations
• Interpret the Experimental Data
• Common Terminology
• “Margin of error”
• “Statistically significant”
Illustration:
We want to know the average (mean) amount of money first-year
college students spend at ABC College on school supplies that do not
include books. We randomly surveyed 100 first-year students at the
college. Three of those students spent $150, $200, and $225,
respectively.
Given the above situation, determine the following:
POPULATION: __________________________________
SAMPLE: ______________________________________
PARAMETER: ___________________________________
STATISTIC: _____________________________________
VARIABLE: _____________________________________
DATA: _________________________________________
Statistical Notation
•Scores are referred to as X and Y.
•N is the number of scores in the
population.
•n is the number of scores in the
sample.
stat.pptx
stat.pptx

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stat.pptx

  • 1. Statistics in Behavioral Sciences Lecture 1. Introduction to Statistical Methodology PSY 055
  • 2. Statistics, Science and Observations “Statistics” means “statistical procedures” Uses of Statistics • Organize and summarize information • Determine exactly what conclusions are justified based on the results that were obtained.
  • 3.
  • 4. Population and Samples Population •The set of all the individuals of interest in a particular study. •“Population of interest” •Vary in size; often quite large.
  • 5. Population and Samples What if you can not study the population of interest? • Vary in size; often quite large. • Population of all depressed patients. • Population of all gun violence victims. • Population of all registered voters in the Philippines.
  • 6. Population and Samples Sample •A set of individuals selected from a population. •Usually intended to represent the population in a research study.
  • 7.
  • 8. Parameters and Statistics Parameters • A value, usually a numerical value, that describes a population. • Derived from measurements of the individuals in the population.
  • 9. Parameters and Statistics Statistics • A value, usually a numerical value, that describes a sample. • Derived from measurements of the individuals in the sample.
  • 10. Parameters and Statistics Parameter: Population & Sample: Statistics • Rarely able to study population of interest(Parameter). • Makes interferences based on sample statistics instead(Statistics). • Sample mean becomes the best guess of population mean.
  • 11. Data and Variable • A datum (singular) • A single measurement or observation. • Commonly called a score or raw score • Data (plural) • Measurements or observations of a variable. • Data set • A collection of all measurements or observations.
  • 12. Data and Variable • A variable, or random variable, is a characteristic or measurement that can be determined for each member of a population. • Variables may be numerical or categorical. • Numerical variables take on values with equal units such as weight in pounds and time in hours. • Categorical variables place the person or thing into a category.
  • 13. Descriptive and Inferential Statistics Descriptive statistics • Focus on describing the visible characteristics of a dataset (a population or sample) • Summarize, Organize, and Simplify Data • Tables, Graphs, Averages
  • 14. Descriptive and Inferential Statistics Inferential statistics • Study samples to make generalizations about the populations • Interpret the Experimental Data • Common Terminology • “Margin of error” • “Statistically significant”
  • 15.
  • 16. Illustration: We want to know the average (mean) amount of money first-year college students spend at ABC College on school supplies that do not include books. We randomly surveyed 100 first-year students at the college. Three of those students spent $150, $200, and $225, respectively. Given the above situation, determine the following: POPULATION: __________________________________ SAMPLE: ______________________________________ PARAMETER: ___________________________________ STATISTIC: _____________________________________ VARIABLE: _____________________________________ DATA: _________________________________________
  • 17. Statistical Notation •Scores are referred to as X and Y. •N is the number of scores in the population. •n is the number of scores in the sample.