Chapter 1 Flashcards
sample statistic
A particular characteristic of our sample
sampling space
The range of all the possible outcomes for our sample statistic in the sample
In the sampling distribution, what are the units of analysis?
Samples
What’s the difference between a discrete and continuous sample statistic?
A discrete sample statistic has a limited number of outcomes, while a continuous sample statistic has virtually unlimited outcomes within a certain interval
With a discrete sample statistic, we look at the individual sampling space values. With a continuous sample statistic, we look at ranges.
sampling distribution
a distribution / graph of outcomes when we would draw a lot of samples
probability distribution
a distribution of the probabilities of all the possible values for a random variable
random variable
a variable whose possible values are outcomes of a random phenomenon
also: sample statistic
What are the 2 uses of the sampling distribution?
- Finding out the probability of drawing a sample with a particular value of the sample statistic
- Finding threshold values. e.g. the top 10% of the distribution or bottom 5%
expected value
also: expectation
The average value of a random variable over a large number of samples. It is thus equal to the mean of the sampling distribution (and population mean)
unbiased estimator
an accurate statistic that’s used to approximate a population parameter. It shouldn’t overestimate or underestimate the population parameter. The mean of a sampling distribution is an example.
probability density
this function is used to specify the probability of the random variable for a value in a specific range