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Two Soft Drink Machines Dispense Liquids of 10 Ounces, on the Average

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Two soft drink machines dispense liquids of 10 ounces, on the average. The question is whether the two machines are equally consistent (i.e., equally variable) in the dispensing of the liquid. To answer this question, a sample of size 10 was obtained from each machine and the sample standard deviations were computed to be Two soft drink machines dispense liquids of 10 ounces, on the average. The question is whether the two machines are equally consistent (i.e., equally variable) in the dispensing of the liquid. To answer this question, a sample of size 10 was obtained from each machine and the sample standard deviations were computed to be   = 1.87 ounces and   = 1.25 ounces. Perform the appropriate test for equality of variances using   = 0.05. Test Statistic = ______________ Reject Region: Reject H<sub>0</sub> if F> ______________ Conclusion: ______________ One ______________ conclude that there is a significant difference in the variability of liquid dispensed between the two machines. = 1.87 ounces and Two soft drink machines dispense liquids of 10 ounces, on the average. The question is whether the two machines are equally consistent (i.e., equally variable) in the dispensing of the liquid. To answer this question, a sample of size 10 was obtained from each machine and the sample standard deviations were computed to be   = 1.87 ounces and   = 1.25 ounces. Perform the appropriate test for equality of variances using   = 0.05. Test Statistic = ______________ Reject Region: Reject H<sub>0</sub> if F> ______________ Conclusion: ______________ One ______________ conclude that there is a significant difference in the variability of liquid dispensed between the two machines. = 1.25 ounces. Perform the appropriate test for equality of variances using Two soft drink machines dispense liquids of 10 ounces, on the average. The question is whether the two machines are equally consistent (i.e., equally variable) in the dispensing of the liquid. To answer this question, a sample of size 10 was obtained from each machine and the sample standard deviations were computed to be   = 1.87 ounces and   = 1.25 ounces. Perform the appropriate test for equality of variances using   = 0.05. Test Statistic = ______________ Reject Region: Reject H<sub>0</sub> if F> ______________ Conclusion: ______________ One ______________ conclude that there is a significant difference in the variability of liquid dispensed between the two machines. = 0.05.
Test Statistic = ______________
Reject Region: Reject H0 if F> ______________
Conclusion: ______________
One ______________ conclude that there is a significant difference in the variability of liquid dispensed between the two machines.


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