Respuesta :
Answer:
Option A) a population and a parameter.
Step-by-step explanation:
Sample and Population:
- Population is the collection of all the possible observations of an event.
- A sample is a part of population and always smaller than the population.
- A sample is a subset of the population.
Statistic and parameter:
- Any numerical value that may define a property of the sample is known as the statistic.
- Any numerical value that may describe a population is know as parameter.
The relationship between a sample and a statistic is the same as the relationship between
Option A) a population and a parameter.
The relationship between a sample and a statistic is the same as the relationship between:
A; a population and a parameter.
Population and Sample
- In statistics, the sample is usually defined as the statistic while the population is usually defined as the parameter.
This is because the population is the total of the basis of what we are testing and as such it is called the parameter of the test.
Whereas, the sample is a subset of the population and it is the sample we are testing and as such it is referred to as the statistic.
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