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Data Processing
the series of actions taken to prepare raw data into meaningful information. According to Rosner (2010), data must be edited, coded, classified, tabulated, and presented before any statistical analysis is performed
Data Processing
A systematic procedure to ensure that the information/data gathered are complete,
consistent and suitable for data analysis
a “necessary" Step before data analysis
data encoding
data editing
major activities in data processing
Data encoding
Conversion Of verbal/written information into
numbers (or other symbols) which can be
more easily encoded, counted and tabulated
Example: “1” for Male and “2” for Female; “0” for No and “1” for Yes
data encoding
Permits rapid of data
Helps to avoid errors in encoding data
Sometimes necessary so that the statistical software can perform various analyses on the data
8
number of codes must be kept to a minimum preferably less than _
codes should be exhaustive and mutually exclusive
adopt coding convention for questions with similar answers
Coding manual
A coding manual is a document which
contains a record of all codes assigned to
the responses to all questions in the data
collection forms
Variable name
Variable description
Coding instruction
Minimum information that must be contained in a coding manual:
Variable name
has to be as short
as possible since computer
software usually allow a limited
number of characters
Variable description
a description of the variable in the
coding manual to make it easier
for those who will be analyzing
and writing the final report to
identify which variables are being
taken under consideration
Coding instruction
actual codes to be used
data encoding
Entering of data/answers in a spreadsheet
Some computer programs for encoding
o MS Excel
o MS Access
o Epi Info
DATA EDITING
• Inspection and correction of any errors or
inconsistencies in the information collected
• Editing occurs during data collection, encoding
and prior to analysis
Data presentation
is the process of transforming
processed data into a clear, concise, and meaningful
format—allowing the audience to see and understand the
story behind the numbers.
clarity
accuracy
simplicity
relevance
aesthetic appeal
qualities of food data presentation
NARRATIVE OR TEXTUAL PRESENTATION
o Simply presents data in a narrative form
or story-fashion
o Uses statements with few numbers,
highlighting significant data
Advantage: Appropriate "hen there are
few figures to be presented
Disadvantage: Paragraph Wolving many
figures can be tiresome to most readers
when the same words are repeated
several times
TABULAR METHOD
o Systematic arrangement of values that
groups data into rows and columns
o Example: Frequencies of morbidity rates,
Hospital admission and discharge data
o Basis for graphs and charts, where some
details may be lost.
table number
title
column heading or box head
row headings or stubs
body
footnotes
source of data
parts of a table
table number
should be written in Arabic numerals on the same line as the title, separated by a period, and placed at the beginning of the title.
title
should be a brief but complete statement that clearly relates to the table’s content, providing information on what, who, where, and when. The first letter of the first word, as well as all proper nouns and adjectives, should be capitalized. A headnote may be added only when necessary to clarify details not explained in the title.
column heading or box head
should be concise but clearly describe the data they represent. Proper spacing between headings must be observed; if there are no vertical lines, at least two spaces should separate them. Each column caption should be wide enough to match the maximum width of the figures in that column.
row headings or stubs
should be grouped to facilitate interpretation. They indicate the basis of classification for the rows or horizontal series of figures.
body
is composed of cells, which are the intersections of rows and columns, and may be single or double. Figures within the cells of a particular column should be aligned by their decimal points, and consistency in the number of decimal places must be maintained. For example, 4.5, 7, 2.5, and 3.53 should be written as 4.50, 7.00, 2.50, and 3.53. An empty cell should be indicated with either a zero or a hyphen and should never be left blank.
footnotes
written in small letters, contain explanations for anything that cannot be easily understood by the reader from the title, box head, or stub.
source of data
should include the exact reference, especially if the data presented is not original.
GRAPHICAL METHOD
SImpler to read and appeal to more people, especially those who are not numerically inclined
Horizontal line (abscissa/x-axis)
Basis of classification.
Vertical line (ordinate/y-axis)
Enumerates data such as the number of observations, percentages, or rates.
Bar Graph/Chart/Diagram (Horizontal or Vertical)
Qualitative or Discrete
comparison of absolute or relative amounts, rates, etc. between categories of a qualitative or a discrete quantitative variable.
Used to portray numerical measurements across categories of a qualitative variable or discrete quantitative variable.
Should be of equal width, and gaps should separate them to show discontinuities.
Pie Chart
Quantitative
Shows the breakdown of a group or total where the number of categories is not too many.
Shows the percentage of the total number of observations falling into each of the categories.
In public health, the pie chart is commonly used to show breakdowns of funds, budgets, and expenses.
Bar Diagram/Chart
Qualitative
Function same as Pie Chart
Each bar is divided into smaller rectangles representing the components.
The area of each smaller rectangle is proportional to the relative contribution of the component to the whole.
An alternative to the pie chart but better depicts percentage distribution of two or more groups.
Histogram
Continuous quantitative
including frequency distribution of a variable or measurement.
Presents frequency distribution of a continuous quantitative variable.
Bars are continuous.
Class intervals are joined on the horizontal axis against its corresponding frequencies on the vertical axis.
Frequency polygon
Quantitative.
Presents frequency distribution of a continuous quantitative variable (same as Histogram).
Looks like a line graph; however, plots of the first and last class intervals are joined to the horizontal axis.
Midpoints of each class interval are connected against its corresponding frequencies.
Line Diagram
Time series
Shows trend data or changes with time or age with respect to some other variable.
Portrays trends over time; these could be trends of disease rates, mortality rates, % immunized, annual family income, etc.
Scatterpoint (Scatterplot; Dot Diagram; Scattergraph)
Quantitative
Between quantitative variables.
Presents relationship between two quantitative variables.
One variable plotted on the x-axis and the other on the y-axis.
Plotted points that fall in a straight line indicate a linear relationship between x and y.
Widely scattered points indicate no relationship between x and y.