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Presentation of Quantitative Data

Tabulation
• Tabulation is the first step before the data is used for analysis or interpretation.
• A table can be simple or complex, depending upon the number or measurement of single set or multiple sets of items.
• Whether simple or complex, there are certain general principles which should be borne in mind in designing tables:
– The tables should be numbered e.g. Table 1, Table 2 etc.
– A title must be given to each table. The title must be brief and self-explanatory.

Presentation of Qualitative Data

Tabulation
• Tabulation is the first step before the data is used for analysis or interpretation.
• A table can be simple or complex, depending upon the number or measurement of single set or multiple sets of items.
• Whether simple or complex, there are certain general principles which should be borne in mind in designing tables:
– The tables should be numbered e.g. Table 1, Table 2 etc.
– A title must be given to each table. The title must be brief and self-explanatory.
– The headings of columns and rows should be clear and concise

Bar Charts or Bar Graphs

• A ‘Bar graph’ is a way to visually represent qualitative data.
• They enable visual comparison of frequencies in the categories.
– The length of each bar is proportional to the frequency to be represented. Hence a suitable scale is to be used.
– Bars may be vertical or horizontal.
– All the bars in a graph should be of the same width.
– The bars must be separated by appropriate spaces for clarity
• It has been suggested that the spacing between the bars should be half of the width of the bars

Presentation of Data in Tables (Tabulation of Data)

• Tabulation is the first step before the data is used for analysis or interpretation.
• A table can be simple or complex, depending upon the number or measurement of single set or multiple sets of items.
• Whether simple or complex, there are certain general principles which should be borne in mind in designing tables:
– The tables should be numbered e.g. Table 1, Table 2 etc.
– A title must be given to each table. The title must be brief and self-explanatory.
– The headings of columns and rows should be clear and concise

Normal Distribution & Normal Curve

Normal Distribution concerns quantitative variable e.g. systolic BP, birth weights, age at menarche etc.
Summary values of quantitative data are:
Mean and Standard deviation (SD),
Mode and
Median
Standard deviation (SD) summarizes the variation of a large sample
Variable is mostly distributed normally if:
The sample is fairly large and
The sample units have been chosen randomly i.e. the sample is a ‘random sample’
Normal Distribution (Gaussian Distribution)

Sampling

There is practical difficulty in studying all the individuals in the population and it is too time-consuming not cost effective.
Sample results are usually acceptable if the sample is representative of the population to be studied
The main Objectives of Sampling are:
Estimation of population parameters (Mean, proportion etc.) from the sample statistics.
To test the hypothesis about the population from which the sample or samples are drawn,
SAMPLING FRAME: Is a listing of the members of the universe form which the sample is to be drawn

Maternity Cycle and Prematurity

Maternity Cycle and Prematurity
Stages in the maternity cycle:
I Fertilization
II Antenatal (or prenatal) period
III Intra-natal period
IV Postnatal period
V Inter-conceptional period
Intra- uterine stages:
a. Ovum – 0 to 14 days
b. Embryo – 14 days to 9 weeks
c. Foetus – 9 weeks to birth
Premature infant – Born between 28 to 37 completed weeks of gestation
1. Extremely preterm – <28 weeks
2. Very preterm 28 – 32 weeks
3. Moderate to late preterm – between 32 to 37 weeks

Why Special Health Services for Mother and Child (MCH)?

The following considerations have led to the formulation of special health services for mothers and children:
1. Considering utter numbers, mother and children comprise a major portion of the population
• In India,
o Women of child bearing age (15 – 45 yrs.) constitute 22.2%
o Children under 15 yr. of age, comprise about 35.3% of the total population
o Together they constitute, nearly 57.7% of the total population (71.14% of the population of developing countries)

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