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Match each of the following statements with the terms and values below: -abcdefghij (Upper confidence limit - Lower confidence limit)/2 -abcdefghij Rejecting H0:μ≤28�0:�≤28 when in fact μ=33�=33 -abcdefghij If we fail to reject H0�0 at α=0.04�=0.04 we must also fail to reject it at -abcdefghij A single statistic that is used to estimate a population parameter -abcdefghij 1 - α� -abcdefghij Failure to reject a false null hypothesis -abcdefghij The sampling distribution of the sample mean becomes approximately normal as n� becomes large -abcdefghij A range of values of a sample statistic that likely contains the population parameter -abcdefghij The decision when the test statistic falls outside the critical region -abcdefghij If we reject H0�0 at α=0.03�=0.03 we must also reject it at Fail to reject H0�0 Confidence interval Type II error Point estimate Central Limit Theorem Margin of Error Correct decision α=0.02�=0.02 Confidence level α=0.07

Match each of the following statements with the terms and values below: -abcdefghij (Upper confidence limit - Lower confidence limit)/2 -abcdefghij Rejecting H0:μ≤28�0:�≤28 when in fact μ=33�=33 -abcdefghij If we fail to reject H0�0 at α=0.04�=0.04 we must also fail to reject it at -abcdefghij A single statistic that is used to estimate a population parameter -abcdefghij 1 - α� -abcdefghij Failure to reject a false null hypothesis -abcdefghij The sampling distribution of the sample mean becomes approximately normal as n� becomes large -abcdefghij A range of values of a sample statistic that likely contains the population parameter -abcdefghij The decision when the test statistic falls outside the critical region -abcdefghij If we reject H0�0 at α=0.03�=0.03 we must also reject it at Fail to reject H0�0 Confidence interval Type II error Point estimate Central Limit Theorem Margin of Error Correct decision α=0.02�=0.02 Confidence level α=0.07

Calculus For The Life Sciences
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter13: Probability And Calculus
Section13.2: Expected Value And Variance Of Continuous Random Variables
Problem 10E
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Match each of the following statements with the terms and values below:

  • -abcdefghij (Upper confidence limit - Lower confidence limit)/2
  • -abcdefghij Rejecting H0:μ≤28�0:�≤28 when in fact μ=33�=33
  • -abcdefghij If we fail to reject H0�0 at α=0.04�=0.04 we must also fail to reject it at
  • -abcdefghij A single statistic that is used to estimate a population parameter
  • -abcdefghij 1 - α�
  • -abcdefghij Failure to reject a false null hypothesis
  • -abcdefghij The sampling distribution of the sample mean becomes approximately normal as n� becomes large
  • -abcdefghij A range of values of a sample statistic that likely contains the population parameter
  • -abcdefghij The decision when the test statistic falls outside the critical region
  • -abcdefghij If we reject H0�0 at α=0.03�=0.03 we must also reject it at
  1. Fail to reject H0�0
  2. Confidence interval
  3. Type II error
  4. Point estimate
  5. Central Limit Theorem
  6. Margin of Error
  7. Correct decision
  8. α=0.02�=0.02
  9. Confidence level
  10. α=0.07 
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