The contents of a sample of 26 cans of apple juice showed a standard deviation of 0.06 ounces. We are interested in testing to determine whether the variance of the population is significantly more than 0.003. At alpha of 0.10, we should Group of answer choices
conclude that the variance of population is greater than 0.003 with a probability of 0.90
not reject the null hypothesis since the P-value is bigger than alpha. The population variance is not greater than 0.003
conclude that the population variance is significantly less than 0.003
I do not see the righ answer
Ho: σ2 | = | 0.003 |
Ha: σ2 | > | 0.003 |
sample size n: = | 26 | |
sample standard deviation s= | 0.060 | |
sample variance=s2 = | 0.00360 |
test statistic X2 =(n-1)s2/ σ2= | 30.000 | |
P value = | 0.2243 |
since p value >alpha:
Do not reject the null hypothesis since the P-value is bigger than alpha. The population variance is not greater than 0.003
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