the 90% confidence interval for the mean one-way commuting time in NY is 37.8
the mean itself is what; 38.3 maybe?
z = (x-mean)/sd whats the ztable value for 45% from the mean? or 5% on the tail depending on how yout tables are setup
if i read it right, z for 90% interval is like 1.645 maybe
yea
sd = (x-mean)/z they give 2 xs so lets pick say 37.8 we know the mean is 38.3 the differecne between them is .5 sd = .5/1.645 then; .3039 perhaps? now the zscore for a 95% from the table is: 1.96 solve for a new "x" 1.96 = (x-38.3)/.3039 1.96(.3039)+38.3 = value to the right of the mean
38.9 is what I kind of get means that we are .6 from the mean 38.3-.6 = 37.7 maybe?
or with any luck :: crosses fingers:: CI = mean +- z(sd) = 38.3 +- 1.96(.3039) = 37.7 , 38.9 depending on how accurate you need to get
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