How do you find the Lower bound and the Upper bound of a confidence interval? n=1000 x=0.16 s= 0.07
a confidence interval requires a level of significance
that looks to be a mean, and a standard deviation of the sample?
\[CI=\bar x\pm E\] \[CI=\large \bar x\pm t~\sqrt{\frac{s^2}{n}}\]
used to be able to get away with a z value instead of a t value for n>30, but there is some grief about doing that these days
i forgot to put that it said to" determine and interpret a 90% confidence interval" can I use the same formula for that ?
yes, the z or t value is determined from the 90% information is that s, or \(\sigma\) ? if its an s, we should use a t distribution value, if its a sigma we can use the z distributions
its an s
unless youve got some tech at your disposal, the t value can be tabled
got a ti83?
yep do i use the 2nd vars button on my calculator
stats, tests, t interval
t interval is 8 on mine ... not 2 :)
do I use ( tpdf )
no, 2nd vars gets you to the distribution menus ... you dont need those you want to perform stat tests
is that under L1 ?
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