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Day 1
Introduction to Statistics
By: Hassan Arslan Khalid
Ph.D. (Scholar) Education
03024144411
Allama Iqbal Open University, Islamabad.
Chapter
Outline
An overview of statistics
Data classification
Experimental design
Section 1
An overview of Statistics
Learning Outcomes
• Define statistics
• Distinguish population and sample
• Distinguish a parameter and a
statistic
• Distinguish descriptive and
inferential statistics
What is data?
• Data
consists of information coming from
observations, counts, measurement, or
responses.
• “People who eat three daily servings of the
whole grains have been shown to reduce
their risk of … stroke by 37 %.” (Source:
Whole Grains Council)
• “Seventy percent of the 1500 IT students
playing DOTA 2 and CSGO”
What is Statistics?
• Statistics:
Statistics is a branch of knowledge
that deals with facts and figures. The
term statistics refers to a set of
methods and rules for organizing,
summarizing, and interpreting
information. It is a way of getting
information from data.
Data Sets
• Population
The collection of all
outcomes, responses,
measurements or counts that are of
interest.
• Sample
A subset of population.
Parameter and Statistic
Parameter
• A number that describes
a population
characteristic.
• Average age of all
people in Pakistan.
Statistic
• A number that describes
a sample characteristic.
• Average age of people
from a sample of 2
provinces.
Branches of Statistics
• Descriptive Statistics
Involves organizing,
summarizing and displaying
data.
e.g., tables, charts, averages.
• Inferential Statistics
Involves using sample data to
draw conclusions about a
population.
Example
• Let’s say there are 20 statistics classes at your
university, and you’ve collected the ages of
students in one class.
Ages of students in your statistics class: 19, 21, 18,
18, 34, 30, 25, 26, 24, 24, 19, 18, 21, 49, 27.
A descriptive question that could be asked about
this data: “What’s the most common age of
student in your statistics class?” The answer of
this would be 18.
An inferential question could be: “Are the ages of
students in this classroom similar to what you
would expect in a normal statistics class at this
university?
Section 2
Data Classification
Learning
Outcomes
• Distinguish between
qualitative and
quantitative data
• Classify data with
respect to four
levels of
measurement
Types of Data
According to Sources
• Primary Data
Refers to information which is directly
gathered from respondents, or which is
based on direct or firsthand experiences.
Example: diary
• Secondary Data
Refers to information which is taken
from published or unpublished data
gathered by other individuals or
agencies.
Example: books, magazines
Types of Variables
• Qualitative Variables
Consist of attributes, labels or non-numerical
entries.
Examples: Major, Place of birth, Eye color
• Quantitative Variables
Numerical measurements or counts.
Examples: Temperature, Age, Weight of object.
Classification of Quantitative Variables
• A numerical response that arise from a measurement process.
• Example: 1.2 inches, 2.8 cm.
Continuous Data
• Numerical responses that arise from a counting process.
• Example: Number of children in a community.
Discrete Data
Levels of
Measurement
• Nominal Level of Measurement
• Qualitative data only
• Categorized using names, labels or
qualities
• No mathematical computations can
be made
• Ordinal Level of Measurement
• Qualitative or quantitative data
• Data can be arranged in order
• Differences between data entries in
not meaningful
Levels of
Measurement
• Interval Level of
Measurement
• Quantitative data
• Data can be ordered
• Differences between data entries is
meaningful
• Zero represents a position on scale
(not an inherent zero – zero does not
imply “none”
Levels of
Measurement
• Ratio Level of
Measurement
• Similar to interval level
• Zero entry is an inherent zero
(implies “none”)
• A ratio of two data values can be
formed
• One data value can be expressed
as a multiple of other
Section 3
Discuss how to design a statistical study
Data Collection Techniques
Sampling Techniques
Methods of Data Collection
• Interview Method
• Direct Method: The researcher personally interview the
respondents.
• Indirect Method: The researcher uses a telephone call to
interview the respondents.
• Questionnaire Method
It is a list of well – planned questions written on a paper which can
be either personally administered or mailed by the researcher to
respondents.
• Observation Method
The researcher observes the subject of study which may be an
individual, a group, or any unit of interest.
Methods of Data Collection
• Registration Method
Example of data gathered using this method are
those obtained from National Statistics Office
(NSO), Land Transportation, Education Department,
and other Government Agencies.
• Mechanical Devices
Devices that can be used when gathering data for
social and educational researches like camera,
projector, tape recorder etc.
Summary
Chapter 1

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Chapter 1

  • 1. Day 1 Introduction to Statistics By: Hassan Arslan Khalid Ph.D. (Scholar) Education 03024144411 Allama Iqbal Open University, Islamabad.
  • 2. Chapter Outline An overview of statistics Data classification Experimental design
  • 3. Section 1 An overview of Statistics
  • 4. Learning Outcomes • Define statistics • Distinguish population and sample • Distinguish a parameter and a statistic • Distinguish descriptive and inferential statistics
  • 5. What is data? • Data consists of information coming from observations, counts, measurement, or responses. • “People who eat three daily servings of the whole grains have been shown to reduce their risk of … stroke by 37 %.” (Source: Whole Grains Council) • “Seventy percent of the 1500 IT students playing DOTA 2 and CSGO”
  • 6. What is Statistics? • Statistics: Statistics is a branch of knowledge that deals with facts and figures. The term statistics refers to a set of methods and rules for organizing, summarizing, and interpreting information. It is a way of getting information from data.
  • 7. Data Sets • Population The collection of all outcomes, responses, measurements or counts that are of interest. • Sample A subset of population.
  • 8.
  • 9.
  • 10. Parameter and Statistic Parameter • A number that describes a population characteristic. • Average age of all people in Pakistan. Statistic • A number that describes a sample characteristic. • Average age of people from a sample of 2 provinces.
  • 11.
  • 12.
  • 13. Branches of Statistics • Descriptive Statistics Involves organizing, summarizing and displaying data. e.g., tables, charts, averages. • Inferential Statistics Involves using sample data to draw conclusions about a population.
  • 14. Example • Let’s say there are 20 statistics classes at your university, and you’ve collected the ages of students in one class. Ages of students in your statistics class: 19, 21, 18, 18, 34, 30, 25, 26, 24, 24, 19, 18, 21, 49, 27. A descriptive question that could be asked about this data: “What’s the most common age of student in your statistics class?” The answer of this would be 18. An inferential question could be: “Are the ages of students in this classroom similar to what you would expect in a normal statistics class at this university?
  • 16. Learning Outcomes • Distinguish between qualitative and quantitative data • Classify data with respect to four levels of measurement
  • 17. Types of Data According to Sources • Primary Data Refers to information which is directly gathered from respondents, or which is based on direct or firsthand experiences. Example: diary • Secondary Data Refers to information which is taken from published or unpublished data gathered by other individuals or agencies. Example: books, magazines
  • 18. Types of Variables • Qualitative Variables Consist of attributes, labels or non-numerical entries. Examples: Major, Place of birth, Eye color • Quantitative Variables Numerical measurements or counts. Examples: Temperature, Age, Weight of object.
  • 19.
  • 20.
  • 21. Classification of Quantitative Variables • A numerical response that arise from a measurement process. • Example: 1.2 inches, 2.8 cm. Continuous Data • Numerical responses that arise from a counting process. • Example: Number of children in a community. Discrete Data
  • 22. Levels of Measurement • Nominal Level of Measurement • Qualitative data only • Categorized using names, labels or qualities • No mathematical computations can be made • Ordinal Level of Measurement • Qualitative or quantitative data • Data can be arranged in order • Differences between data entries in not meaningful
  • 23.
  • 24.
  • 25. Levels of Measurement • Interval Level of Measurement • Quantitative data • Data can be ordered • Differences between data entries is meaningful • Zero represents a position on scale (not an inherent zero – zero does not imply “none”
  • 26.
  • 27. Levels of Measurement • Ratio Level of Measurement • Similar to interval level • Zero entry is an inherent zero (implies “none”) • A ratio of two data values can be formed • One data value can be expressed as a multiple of other
  • 28.
  • 29.
  • 30. Section 3 Discuss how to design a statistical study Data Collection Techniques Sampling Techniques
  • 31. Methods of Data Collection • Interview Method • Direct Method: The researcher personally interview the respondents. • Indirect Method: The researcher uses a telephone call to interview the respondents. • Questionnaire Method It is a list of well – planned questions written on a paper which can be either personally administered or mailed by the researcher to respondents. • Observation Method The researcher observes the subject of study which may be an individual, a group, or any unit of interest.
  • 32. Methods of Data Collection • Registration Method Example of data gathered using this method are those obtained from National Statistics Office (NSO), Land Transportation, Education Department, and other Government Agencies. • Mechanical Devices Devices that can be used when gathering data for social and educational researches like camera, projector, tape recorder etc.
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