POWERPOINT 3 Flashcards
1
Q
sample counterpart of the mean; unbiased and consistent
A
sample mean (Xbar) n Xbar = 1/n
2
Q
sample counterpart of the variance
A
sample variance (s^2) n s^2 = 1/n
3
Q
expected value of the sample mean
E(Xbar) = μ
A
true mean
4
Q
variance of sample mean
A
Var (Xbar) = σ^2/n
5
Q
sampling distribution of the mean; lets us evaluate the uncertainty associated with our estimate of the mean
A
Xbar~N(μ, s^2/n)
6
Q
sXbar = sqrt(s^2/n)
A
standard error of Xbar
7
Q
[Xbar ±2 × sX ̄ ] gives a 95% range of plausible values for μ
A
95% confidence interval for μ
8
Q
sphat = sqrt(phat(1-p)/n)
A
standard error associated with the sample proportion as an estimate of the true proportion
9
Q
phat ±2 x sphat
A
95% confidence interval for proportion (p)