An adult citizen in the Springfield region has about 0.3 chance of being selected for jury duty. If jury members are selected randomly and the Samuelson Company in Springfield has seven workers, what is the probability of the scenarios below? (Hint: You may use the binomial individual and cumulative tables attached.) Please include only a numerical response. Each response must have five numbers (a decimal to the ten-thousandths place). 1. None of the workers will be selected. 2. Exactly one of the Samuelson Company workers will be selected. 3. Fewer than four workers will be selected.
An adult citizen in the Springfield region has about 0.3 chance of being selected for jury duty. If jury members are selected randomly and the Samuelson Company in Springfield has seven workers, what is the probability of the scenarios below? (Hint: You may use the binomial individual and cumulative tables attached.) Please include only a numerical response. Each response must have five numbers (a decimal to the ten-thousandths place). 1. None of the workers will be selected. 2. Exactly one of the Samuelson Company workers will be selected. 3. Fewer than four workers will be selected.
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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An adult citizen in the Springfield region has about 0.3 chance of being selected for jury duty. If jury members are selected randomly and the Samuelson Company in Springfield has seven workers, what is the probability of the scenarios below? (Hint: You may use the binomial individual and cumulative tables attached.) Please include only a numerical response. Each response must have five numbers (a decimal to the ten-thousandths place).
1. None of the workers will be selected.
2. Exactly one of the Samuelson Company workers will be selected.
3. Fewer than four workers will be selected.
4. Between four and seven workers will be selected.
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