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  3. Study Set
    Introductory Statistics Study Set 1
  4. Exam
    Exam 11: Confidence Intervals and Hypothesis Tests Based on Two Samples or Treatments
  5. Question
    Construct a 98% Confidence Interval on the Ratio of Population
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Construct a 98% Confidence Interval on the Ratio of Population

Question 8

Question 8

Multiple Choice

Construct a 98% confidence interval on the ratio of population variances based on the following samples from two normally distributed populations. Construct a 98% confidence interval on the ratio of population variances based on the following samples from two normally distributed populations.     A)  (0.2585, 4.4790)  B)  (0.3102, 4.4790)  C)  (0.2643, 5.2569)  D)  (0.2585, 5.3747) Construct a 98% confidence interval on the ratio of population variances based on the following samples from two normally distributed populations.     A)  (0.2585, 4.4790)  B)  (0.3102, 4.4790)  C)  (0.2643, 5.2569)  D)  (0.2585, 5.3747)


A) (0.2585, 4.4790)
B) (0.3102, 4.4790)
C) (0.2643, 5.2569)
D) (0.2585, 5.3747)

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