Data Collection Notes
Module 1 - Section 3: Data Collection
Overview
Presented by: Rosana Fok
Example of Data Collection
Scenario: An ice-cream store started to advertise in a local newspaper in May.
Result: This advertising campaign led to a 40% increase in ice-cream sales for the following month.
Conclusion: The advertisement was effective in increasing ice-cream sales.
Key Concepts in Sampling
Random Sampling vs. Random Allocation
Random Sampling:
Definition: A method of gathering a sample by randomly selecting individuals from the population of interest.
Random Allocation/Assignment:
Definition: The process of randomly assigning the subjects within the sample into different treatment groups.
Types of Inferences
Two distinct types of inferences can be made based on sampling methodologies:
1. Population Inference
Definition: This type of inference involves making a conclusion about the entire population based on the data obtained from a sample.
2. Causal Inference
Definition: This inference pertains to establishing a conclusion about a cause-and-effect relationship between variables.
Matrix of Inferences
Random Sampling | Random Allocation | |
|---|---|---|
Yes (Sample) | Population Inference | Causal Inference |
No (Sample) | - | - |
Different Types of Random Samples
There are several methodologies for drawing random samples, each with unique characteristics:
SRS (Simple Random Sample):
Every individual has an equal chance of being selected.
Systematic Random Sample:
Selection is made according to a random starting point and a fixed, periodic interval.
Stratified Random Sample:
The population is divided into subpopulations (strata) and samples are drawn from each.
Cluster Random Sample:
The population is divided into clusters (usually geographically), and entire clusters are randomly selected for sampling.