1. Fifty six percent of men do not look forward to going clothes shopping for themselves. You randomly select eight men. Find the probability that the number of men who do not look forward to going clothes shopping ofr themselves is: a) Exactly five. b) More than five. c) At most 5. 2. Sixty-three percent of adults cannot name a Supreme Court

A First Course in Probability (10th Edition)
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Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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Fifty six percent of men do not look forward to going clothes shopping for themselves. You randomly select eight men. Find the probability that the number of men who do not look forward to going clothes shopping of themselves is:
1. Fifty six percent of men do not look forward to going clothes
shopping for themselves. You randomly select eight men. Find
the probability that the number of men who do not look forward
to going clothes shopping ofr themselves is:
a) Exactly five.
b) More than five.
c) At most 5.
2. Sixty-three percent of adults cannot name a Supreme Court
justice. You randomly select five adults and ask them whether
they can name a Supreme Court justice. The random variable
represents the number of adults who cannot name a Supreme
Court justice. Find the mean, variance and the standard
deviation of the binomial distrbution for the given random
variable:
a) Mean.
b) Variance.
c) Standard deviation.
Transcribed Image Text:1. Fifty six percent of men do not look forward to going clothes shopping for themselves. You randomly select eight men. Find the probability that the number of men who do not look forward to going clothes shopping ofr themselves is: a) Exactly five. b) More than five. c) At most 5. 2. Sixty-three percent of adults cannot name a Supreme Court justice. You randomly select five adults and ask them whether they can name a Supreme Court justice. The random variable represents the number of adults who cannot name a Supreme Court justice. Find the mean, variance and the standard deviation of the binomial distrbution for the given random variable: a) Mean. b) Variance. c) Standard deviation.
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