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By
Hebatalla Abdelmaksoud Abdelmonsef
MD Public Health and Community Medicine
Department. Cairo University.
lecturer of Public Health and Community Medicine.
Kafr-elshiekh University.
Introduction to
statistics
Statistics
Statistics is the science of
collecting, classification,
analyzing, presenting, and
interpreting data to assist in
making more effective decisions.
Biostatistics
The science of biostatistics can be defined as
the sub
branch of statistics that can be applied in the
field of
medicine.
Descriptive
statistics
Inferential
statistics
Types of Statistics
Types of Statistics
 Descriptive statistics: is concerned with the summary
measures of data for a sample of a population.
 Inferential statistics: is concerned with the use of data from a
sample of population to make inferences about the population.
5
Population Vs Sample
variable Vs Value(data)
Data Vs information
Parameter Vs statistic
Data Vs Information
7
DATA
Data are the basic building blocks of statistics and refer
to the individual values measured or observed.
Data are then interpreted to give “Information”
8
The Natural History of Disease
Data Vs Information
• Data
(Body Temperature is 37o
C.)
• Information
(Normal Body Temperature)
9
Data Vs Information
Data
Maternal Mortality Ratio showed a decrease
from 174 per 100,000 live births in year 2000, to 68
per 100,000 live births in year 2005
Information
Improved health services
10
Observations are classified into:
 Constant : These are observations which do not vary from one
person to another such as number of eyes, fingers, ears… etc.
 Variables: These are observations, which vary from one person
to another or from one group of members to others.
The variables could be quantitative or qualitative.
11
What is Data what is variable
Age
Sex
Illiterate
50 years old
Smoker
Stage 2 cancer
Severity of disease
Biostatistics research type of statics and examples
Data Vs information
Body temperature is 37.2
Normal temperature
Your blood pressure is 190/95
You are hypertensive
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Example: A college dean is
interested in learning about
the average age of faculty
members
. Identify the basic terms in
this situation.
TYPES OF Variable
Qualitative (Categorical)
variable
Quantitative (Numerical)
variable
When dealing
with data, it is
important to
recognize the
type of each data
variable
When dealing with data, it is important to recognize the
type of each data variable for the following reasons:
• Summarizing data: describing a variable in mean with
standard deviation or in frequency with percentage
depends on the type of data variable.
• Graphical presentation: choosing the proper graph to
represent the data depends on the type of data
variable.
• Analyzing data: choosing the suitable statistical tests
also depends on the type of data variables.
Biostatistics research type of statics and examples
QUANTITATIVE VARIABLES
1. Continuous Quantitative
 Obtained by specific measurements
 A precise definition of the units of measurement must be
specified
 Its values could be integer or fractionated value.
23
Continuous data are values on a continuous scale
0 0.01 0.02 ……1…1.1, 1.2…………1000
1. Continuous Variables
 Examples:
⁻ Weight (in Kgm),
⁻ Height (in cms),
⁻ Hemoglobin level (g/dL),
⁻ Age (in years),
⁻ Income (in L.E.),
⁻ Volume of urine (in liters).
24
QUANTITATIVE VARIABLES
2. Discrete Quantitative
 Obtained by counting or enumeration
 Its value is always an integer value i.e. only certain values are
possible - there are gaps between the possible values - could
not be fractionated
25
0 1 2 3 4 5 6 7
Public Health & Community Medicine
2. Discrete Variables
 Examples:
⁻ Pulse rate per minute
⁻ Number of children in a family
⁻ Number of live births
⁻ Number of abortions
⁻ Number of visits to a GP in a year
26
Public Health & Community Medicine
Constant data
Variables
QuaNtitative
variables
Types of data
QuaLitative
variables
Continuous
Discrete
Ordinal
Nominal
27
QUALITATIVE VARIABLES
 The variables are expressed as a description in quality
and cannot be measured, but can be categorized only.
 The resulting data are merely counts of labels or
categories.
 They can be ordinal or nominal
28
QuaLitative variables
Ordinal Variables
Categories are put in order:
1. Degree of success
a. Excellent
b. Very good
c. Good
d. Fair
2. Degree of a disease:
a. Mild
b. Moderate
c. Severe
Nominal Variables
Categories are not be put in order:
1. Di-chotomous: (Two categories)
○ Sex (Male – Female)
○ Yes/no variables
2. Multi-chotomous: (More than 2)
○ Marital status: Single/ Engaged/
Married/ Divorced/ Widow)
○ Blood groups (A/B/AB/O)
29
Quantitative
Quantitative
Qualitative
Qualitative
Variable Quantitative Qualitative
Age 11.5 years Child
Temperature 37.9 0C Fever
BMI 27.9 Kg/m2 Overweight
How you collect your data will determine what
you can do with it later on.
Whenever possible,
collect your data at the
highest level, numerical
continuous or
numerical discrete, as it
is more accurate and
can be categorized
easily later on.
Quantitative Vs qualitative
No of children in a family
RBCs count
Smoking status
Education level
Urine sugar
Blood sugar
Sometimes, categorical
variables are coded in
numbers ?????
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Summarising QuaNtitative
Data
Two parameters are needed to summarise
quantitative
data
Representing the ‘middle’ of the data
Representing the “spread” of the distribution
of the data
Biostatistics research type of statics and examples
Measures of Central Tendency
Mode
Mean
Median
Midrange
Measures of Dispersion
Range
Min and Max
Standard deviation
Percentiles, inter quartile range
The median is the
point at the center
of the data, where
half of the values
are
above, and half are
below it.
The mean of a variable
can be computed as
the sum of the
observed values
divided
by the number of
observations.
Biostatistics research type of statics and examples
Biostatistics research type of statics and examples
Inter quartile range
It is the difference between 75th and 25th
percentile
It contain the central 50% of the observation
(50% of the
observation lie between those numbers
The five-number summary
Combining measures of
central tendency and
measures of dispersion
Biostatistics research type of statics and examples

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Biostatistics research type of statics and examples

  • 1. By Hebatalla Abdelmaksoud Abdelmonsef MD Public Health and Community Medicine Department. Cairo University. lecturer of Public Health and Community Medicine. Kafr-elshiekh University. Introduction to statistics
  • 2. Statistics Statistics is the science of collecting, classification, analyzing, presenting, and interpreting data to assist in making more effective decisions.
  • 3. Biostatistics The science of biostatistics can be defined as the sub branch of statistics that can be applied in the field of medicine.
  • 5. Types of Statistics  Descriptive statistics: is concerned with the summary measures of data for a sample of a population.  Inferential statistics: is concerned with the use of data from a sample of population to make inferences about the population. 5
  • 6. Population Vs Sample variable Vs Value(data) Data Vs information Parameter Vs statistic
  • 8. DATA Data are the basic building blocks of statistics and refer to the individual values measured or observed. Data are then interpreted to give “Information” 8
  • 9. The Natural History of Disease Data Vs Information • Data (Body Temperature is 37o C.) • Information (Normal Body Temperature) 9
  • 10. Data Vs Information Data Maternal Mortality Ratio showed a decrease from 174 per 100,000 live births in year 2000, to 68 per 100,000 live births in year 2005 Information Improved health services 10
  • 11. Observations are classified into:  Constant : These are observations which do not vary from one person to another such as number of eyes, fingers, ears… etc.  Variables: These are observations, which vary from one person to another or from one group of members to others. The variables could be quantitative or qualitative. 11
  • 12. What is Data what is variable Age Sex Illiterate 50 years old Smoker Stage 2 cancer Severity of disease
  • 14. Data Vs information Body temperature is 37.2 Normal temperature Your blood pressure is 190/95 You are hypertensive
  • 18. Example: A college dean is interested in learning about the average age of faculty members . Identify the basic terms in this situation.
  • 19. TYPES OF Variable Qualitative (Categorical) variable Quantitative (Numerical) variable
  • 20. When dealing with data, it is important to recognize the type of each data variable
  • 21. When dealing with data, it is important to recognize the type of each data variable for the following reasons: • Summarizing data: describing a variable in mean with standard deviation or in frequency with percentage depends on the type of data variable. • Graphical presentation: choosing the proper graph to represent the data depends on the type of data variable. • Analyzing data: choosing the suitable statistical tests also depends on the type of data variables.
  • 23. QUANTITATIVE VARIABLES 1. Continuous Quantitative  Obtained by specific measurements  A precise definition of the units of measurement must be specified  Its values could be integer or fractionated value. 23 Continuous data are values on a continuous scale 0 0.01 0.02 ……1…1.1, 1.2…………1000
  • 24. 1. Continuous Variables  Examples: ⁻ Weight (in Kgm), ⁻ Height (in cms), ⁻ Hemoglobin level (g/dL), ⁻ Age (in years), ⁻ Income (in L.E.), ⁻ Volume of urine (in liters). 24
  • 25. QUANTITATIVE VARIABLES 2. Discrete Quantitative  Obtained by counting or enumeration  Its value is always an integer value i.e. only certain values are possible - there are gaps between the possible values - could not be fractionated 25 0 1 2 3 4 5 6 7 Public Health & Community Medicine
  • 26. 2. Discrete Variables  Examples: ⁻ Pulse rate per minute ⁻ Number of children in a family ⁻ Number of live births ⁻ Number of abortions ⁻ Number of visits to a GP in a year 26 Public Health & Community Medicine
  • 27. Constant data Variables QuaNtitative variables Types of data QuaLitative variables Continuous Discrete Ordinal Nominal 27
  • 28. QUALITATIVE VARIABLES  The variables are expressed as a description in quality and cannot be measured, but can be categorized only.  The resulting data are merely counts of labels or categories.  They can be ordinal or nominal 28
  • 29. QuaLitative variables Ordinal Variables Categories are put in order: 1. Degree of success a. Excellent b. Very good c. Good d. Fair 2. Degree of a disease: a. Mild b. Moderate c. Severe Nominal Variables Categories are not be put in order: 1. Di-chotomous: (Two categories) ○ Sex (Male – Female) ○ Yes/no variables 2. Multi-chotomous: (More than 2) ○ Marital status: Single/ Engaged/ Married/ Divorced/ Widow) ○ Blood groups (A/B/AB/O) 29
  • 30. Quantitative Quantitative Qualitative Qualitative Variable Quantitative Qualitative Age 11.5 years Child Temperature 37.9 0C Fever BMI 27.9 Kg/m2 Overweight How you collect your data will determine what you can do with it later on.
  • 31. Whenever possible, collect your data at the highest level, numerical continuous or numerical discrete, as it is more accurate and can be categorized easily later on.
  • 32. Quantitative Vs qualitative No of children in a family RBCs count Smoking status Education level Urine sugar Blood sugar
  • 33. Sometimes, categorical variables are coded in numbers ?????
  • 43. Summarising QuaNtitative Data Two parameters are needed to summarise quantitative data Representing the ‘middle’ of the data Representing the “spread” of the distribution of the data
  • 45. Measures of Central Tendency Mode Mean Median Midrange
  • 46. Measures of Dispersion Range Min and Max Standard deviation Percentiles, inter quartile range
  • 47. The median is the point at the center of the data, where half of the values are above, and half are below it. The mean of a variable can be computed as the sum of the observed values divided by the number of observations.
  • 50. Inter quartile range It is the difference between 75th and 25th percentile It contain the central 50% of the observation (50% of the observation lie between those numbers
  • 52. Combining measures of central tendency and measures of dispersion

Editor's Notes

  • #28: Notice the capital “L” and “N” in Red: QuaNtitative data = True numbers with measurement units QuaLitative data = Lables – (no measurement units)
  • #31: This slide helps to emphasis the importance of deciding on how to collect the study data.