sampling distribution
shows the statistic found for all possible samples of size n
sampling variability
increase n, decrease variability
categorical data gives
proportions (p hat)
quantitative data gives
sample means (x bar)
proportions
p^
proportion conditions
randomization
independence
10% condition
~Normal
Large Enough Condition
if we can expect at least 10 successes and failures then the sampling distribution of p^ is ~Normal
Central Limit Theorem (CLT)
in a skewed population, increasing the n makes the distribution closer to ~Normal
n≥30 is sufficient to apply CLT
conditions for sample means (x bar)
~Normal - population distribution is ~N or n≥30 and CLT applies
randomization
independence (10% condition)