Applied Economics & Statistics: Topic 4 - Sampling Methods and the Central Limit Theorem Flashcards
Describe & explain ‘sampling’
Include definition
- Sampling - a process of selecting items from a population
- Samples are selected by specific techniques that attempt to ensure the
sample is representative of the population. - We want to generalise from the sample to the population, and to allow
for the use of inferential techniques. I.e, infer, from our sample results, information about the population. - So samples need to be representative.
- More likely if every member of the population has equal probability of
being selected. - Larger sample better than small.
What’s the name for ‘a process of selecting items from a population’?
Sampling
List why samples are used
- To save time.
- To save money.
- To improve feasibility.
- The destructive nature of some tests
State the important concepts in inferential statistics
- Important concepts in inferential statistics:
1. Probability sampling.
2. Sampling distribution (a theoretical distribution that links sample to
population)
What’s a ‘probability sample’?
A sample selected such that each item or person in the population being studied has a known likelihood of being included in the sample
What’s the name for ‘a sample selected such that each item or person in the population being
studied has a known likelihood of being included in the sample’?
Probability Sample
What are the four methods in which we can construct a probability sample?
- Simple random sampling.
- Systematic random sampling.
- Stratified random sampling.
- Cluster sampling
What’s ‘simple random sampling’?
Sample selected so that each item or person in the population has the
same probability of being included. example: include one example from 1 of the following: do a random draw, or use random number generators to choose the
sample