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g) An office workers union thinks that 30% of its members would prefer to return to the office full time following the pandemic Using suitable approximation, calculate the probability that in a random sample of n=240 members at most 38% would indicate a preference for obtaining to the office full time State i) any assumptionsyou make A random sample of n = 240 union members were asked about their own preference for returning to the office full time following the pandemic. Of these 98 indicated they would prefer this type of working arrangement. Based on result of part i, what would you

g) An office workers union thinks that 30% of its members would prefer to return to the office full time following the pandemic Using suitable approximation, calculate the probability that in a random sample of n=240 members at most 38% would indicate a preference for obtaining to the office full time State i) any assumptionsyou make A random sample of n = 240 union members were asked about their own preference for returning to the office full time following the pandemic. Of these 98 indicated they would prefer this type of working arrangement. Based on result of part i, what would you

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 32E
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g) An office workers union thinks that 30% of its members would prefer to return to the office full time following the pandemic Using suitable approximation, calculate the probability that in a random sample of n=240 members at most 38% would indicate a preference for obtaining to the office full time State i) any assumptions you make A random sample of n = 240 union members were asked abouttheir own preference for returning to the office full time following the pandemic. Of these 98 indicated they would ii) prefer this type of working arrangement. Based on result of part i, what would you conclude?
Transcribed Image Text:g) An office workers union thinks that 30% of its members would prefer to return to the office full time following the pandemic Using suitable approximation, calculate the probability that in a random sample of n=240 members at most 38% would indicate a preference for obtaining to the office full time State i) any assumptions you make A random sample of n = 240 union members were asked abouttheir own preference for returning to the office full time following the pandemic. Of these 98 indicated they would ii) prefer this type of working arrangement. Based on result of part i, what would you conclude?
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