3.1 Flashcards
What is a random variable?
This is a function that represents a set of numbers and there is a probability associated with a number being picked from the sample space.
What is an observation?
This is an individual occurrence.
What is the data?
This is the recorded information of one or more variables for a set of observations.
What is the dataset?
This is a particular set of data.
What is the nominal scale?
These are observations that are categorized into groups that cannot be ranked or ordered.
What is the ordinal scale?
These are observations that are categorized into groups that can be ranked or ordered.
What is the interval scale?
The most you can do with this scale is subtract the values.
What is the ratio scale?
This scale is also only quantitatively useful.
What is the mean?
This is the average of the data and it is used to gauge the data surrounding it.
What is the proportion?
This is a ratio of the category over the total observations.
What is the population?
These are the set of instances that are associated with the variable of interest.
What is the sample?
This is the selected subset of observations from the population.
What are the parameters?
These are the means or proportions at the population level.
What are the sample statistics?
These are the sample level means and proportions.
What is simple random sample?
This is a random selection of objects from a size n.