Multiple Choice
The manager of a video library would like the variance of the waiting times of the customers not to exceed 2.30 minutes-squared. He would like to add an additional billing counter if the variance exceeds the cut-off. He checks the recent sample data. For a random sample of 24 customer waiting times, he arrives at a sample variance of 3.8 minutes-squared. The manager assumes the waiting times to be normally distributed. Which of the following would be null and the alternate hypothesis to test if the cut-off is surpassed?
A) Η0: σ2 ≤ 2.3, ΗA: σ2 > 2.3.
B) Η0: σ2 = 2.3, ΗA: σ2 ≠ 2.3.
C) Η0: σ2 ≥2.3, ΗA: σ2 < 2.3.
D) Η0: σ2 < 2.3, ΗA: σ2 ≥ 2.3.
Correct Answer:

Verified
Correct Answer:
Verified
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