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null hypothesis
says your sample comes from a hypothesized (null) distribution
alternative hypothesis
says your sample does NOT come from the hypothesized distribution
p value
likelihood of observing your sample mean when μ (sample mean) is true
one sided hypothesis
when you expect a mean difference in a particular direction
two sided hypothesis
when you are looking for a difference, but not in any particular direction
reject the null
to conclude that your sample does not come from the null distribution
fail to reject the null
to conclude that your sample could come from the null distribution
one sample t test
test to see if sample comes from a distribution with a hypothesized μ
t critical
maximum distance you expect a sample mean to be from μ (in SE)
df
degrees of freedom (n-1)