2. CLINICAL RESEARCH
• Clinical research is a structured process of investigating facts and theories and of
exploring connections, with the purpose of improving individual and public
health. It proceeds in a systematic way to examine clinical or social conditions
and outcomes, and to generate evidence for decision-making
3.
4. POPULATION
Group of people or subjects according to the scope of the study
Population is a group of interest to the researcher to whom he
would like to generalize the results of his study.
They always share a common set of characteristics
5. • Target population
• Population to which the researcher would ideally like to generalize his study
results.
• It is rarely available.
• Accessible population
• Population from which the researcher can realistically select subjects, also
known as available population.
6. SAMPLE
The subset of population
Should be true representative of population
7. SAMPLING TECHNIQUE
The procedure of selecting certain number of study units from
a defined population is called Sampling.
A representative sample has all important characteristics of the
population from which it is drawn.
8. WHY SAMPLING???
To get information about a population from a sample
The results provided from the studies on the samples can give us
estimate of the values of the population.
We, with the help of proper sampling techniques can provide accurate
and reliable estimates of the population characteristics
9. ADVANTAGES OF SAMPLING
1. Sampling Saves Money And Time
2. Useful when sampling unit are sensitive
3. For Infinite Population
4. Smaller Non-Response
10. STAGES IN SELECTING A SAMPLE
1. Define the target population
2. Select accessible population
3. Determine sampling method
4. Plan process for selecting sampling units
5. Determine sample size
6. Select actual sampling units
15. TYPES OF PROBABILITY SAMPLES
1. Simple Random Sample
2. Systematic Sample
3. Stratified Random Sample
4. Cluster Sample
16. SIMPLE RANDOM SAMPLING
• Each element in the population has an equal probability
(chance) of being selected for the sample
17. STRATIFIED RANDOM SAMPLING
Strata – is a group of people who share a common
characteristics
Examples of strata– race, gender, marital status.
18. PROCEDURE
1. Strata
2. No Overlapping
3. Homogenous Groups
4. Random Sample taken from Each Stratum
5. Parameter Estimates
19. CLUSTER SAMPLING
The population is first divided into separate groups of elements
called clusters.
Ideally, each cluster is a representative small-scale version of the
population (i.e. heterogeneous group).
A simple random sample of the clusters is then taken.
All elements within each sampled (chosen) cluster form the sample.
22. CONVENIENCE SAMPLING
Samples are selected on the basis of availability and easy access by
the researcher.
Individuals/ elements were included only because they were
available and convenient to recruit
Haphazard
May not be representative
23. QUOTA SAMPLING
Divide the population into various categories
Determine the number of people to be selected for each
category
24. PURPOSIVE OR JUDGMENTAL SAMPLE
Select your sample on the basis of your knowledge of the
population and nature of your research aims.
25. SNOWBALL SAMPLE
Find someone who fits the criteria for the study accidental
/convenience sample)
Interview person and at end of interview, you ask if he/she knows of
other people who meet the study criteria and may be willing to
participate
26. USES OF NON PROBABILITY
SAMPLING
1. This type of sampling technique is used when the researcher
wants to show that a certain trait exists in the entire population.
2. When randomization is not possible e.g. in cases of almost
limitless populations.
3. When the researcher is conducting a pilot, exploratory or a
qualitative study.
4. When the researcher has limitations of budget, time, resources,
manpower etc.
5. When the researcher is not aiming to generalize results on the
entire population
27. DISADVANTAGES OF NON PROBABILITY
SAMPLING
1. The sample produced may or may not be an accurate
representation of the entire population.
2. An unknown part of the population may not be included in the
sample.
3. Hence the results could not be generalized to the entire
population
An unknown part of the population may not be included in the sample.
Hence the results could not be generalized to the entire population