The age of residents living in coastal areas as well as noncoastal areas throughout the United States was collected and recorded below. Use a 0.05 significance level to test the claim that there is no difference between the age of the residents living in coastal areas as compared to those living in
noncoastal areas: n = 150 x= 35.6 years s = 15.5 years
Coastal Areas: n = 125 x= 38.3 years s = 16.2 years
State:
Plan:
Do:
Conclude:
The test hypothesis is
This is a two-sided test because the alternative hypothesis is
formulated to detect differences from the hypothesized difference
in mean values on either side.
Now, the value of test static can be found out by following
formula:
Degrees of freedom on the t-test statistic are n1 + n2 - 2 = 150 +
125 - 2 = 273
For
. Since
, we fail to reject the null hypothesis H0 at
.
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