CH8: Please assist Dr. Valerie in calculating the power of the following anticipated experiment with n 30 from a normally-distributed population with u = 80 and o = 13. You have already calculated that standard error is OM = 2.37. If the treatment is expected to increase scores by 10 points, what is the power (in probability terms) of a two-tailed hypothesis test using a = .05? O a. 0.0119 Оb. -0.3096 Oc. -0.0119 Od. 0.9881 O e. 0.3096 е.

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter9: Counting And Probability
Section9.3: Binomial Probability
Problem 2E: If a binomial experiment has probability p success, then the probability of failure is...
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CH8: Please assist Dr. Valerie in calculating the power of the following
anticipated experiment with n = 30 from a normally-distributed population
with u = 80 and o = 13. You have already calculated that standard error is
OM = 2.37. If the treatment is expected to increase scores by 10 points,
what is the power (in probability terms) of a two-tailed hypothesis test using
a = .05?
Oa. 0.0119
Ob. -0.3096
Oc. -0.0119
Od. 0.9881
Oe. 0.3096
Transcribed Image Text:CH8: Please assist Dr. Valerie in calculating the power of the following anticipated experiment with n = 30 from a normally-distributed population with u = 80 and o = 13. You have already calculated that standard error is OM = 2.37. If the treatment is expected to increase scores by 10 points, what is the power (in probability terms) of a two-tailed hypothesis test using a = .05? Oa. 0.0119 Ob. -0.3096 Oc. -0.0119 Od. 0.9881 Oe. 0.3096
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