
Andy C. answered 06/19/18
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Not even close...
Sample Proportion Population Proportion Difference Denominator Test Stat
0.76 0.326 0.434 0.046874727 9.258720655
0.265 0.326 -0.061 0.046874727 -1.301340922
0.126 0.366 -0.24 0.048170946 -4.982256358
0.209 0.366 -0.157 0.048170946 -3.259226034
0.21 0.397 -0.187 0.0489276 -3.821973725
0.76 0.326 0.434 0.046874727 9.258720655
0.265 0.326 -0.061 0.046874727 -1.301340922
0.126 0.366 -0.24 0.048170946 -4.982256358
0.209 0.366 -0.157 0.048170946 -3.259226034
0.21 0.397 -0.187 0.0489276 -3.821973725
With the exception of the second row, all of those test stats exceed the thresh hold
for any confidence interval.
There is a small problem regarding the population sizes. These calculations were done
under the ASSUMPTION that there are 100 people in each age class. Otherwise, there
is no way to compute the test statistic, for which the formula is:
(sample proportion - expected proportion)
------------------------------------------------------
D
where denominator D is hte SQUARE ROOT OF [ (expected proprotion * ( 1 - expected proportion) / N ]
Suna G.
06/19/18