If you are using the t distribution to perform a one-sided hypothesis test for the mean of a normal distribution based on a sample of 10 observations, and the test statistic is 2.26, then the p-value of this test is …. .
0.024 |
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0.025 |
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0.05 |
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0.012 |
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There isn’t enough information to answer this. |
Solution :
Sample size (n) = 10
Degrees of freedom = (10 - 1) = 9
The value of the test statistic is 2.26.
Since, our test is one sided, therefore we shall obtain one sided p-value for the test statistic. The one sided p-value is given as follows :
p-value = P(T > value of the test statistic)
p-value = P(T > 2.26)
Using "T.DIST" function of excel we get, P(T > 2.26) = 0.025
p-value = 0.025
The p-value of the test is 0.025.
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