For a one-tailed confidence interval, it's:
upper --> sample mean + Z(alpha) * s/sqrt(n)
lower --> sample mean - Z(alpha) * s/sqrt(n)
For a two-tailed interval, it's:
sample mean +/- Z(alpha/2) * s/sqrt(n)
I'm not sure how to construct a 95% confidence interval for a one tailed test.
I know that for a two tailed test, it's just the critical value...
For a one-tailed confidence interval, it's:
upper --> sample mean + Z(alpha) * s/sqrt(n)
lower --> sample mean - Z(alpha) * s/sqrt(n)
For a two-tailed interval, it's:
sample mean +/- Z(alpha/2) * s/sqrt(n)
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