Discrete uniform distribution
P(X=x) are all the same values
Binomial distribution conditions
Critical region
the region where if a test statistic falls within, the null hypothesis is rejected
Critical value
Normal distribution points
One standard deviation above the mean
65%
Two standard deviations above the mean
95%
Three standard deviations above the mean
99.7%
Inverse normal P(X<a)
z = a-μ /σ
Binomial to normal conditions
Binomial to normal probability
μ= np
σ = √np(1-p)
change to continuous
Sample mean normal distribution
X-N( μ, σ^2 /n)
P < sig level
reject null hypothesis
P> sig level
no evidence to reject null hypothesis