Based on a survey, when 1009 consumers were asked if they are comfortable with dronesdelivering their purchases, 42% said yes. The probability of randomly selecting 30 of the 1009consumers and getting exactly 24 who are comfortable with the drones is represented as 0+.What does 0+ indicate? Does 0 + indicate that it is impossible to get exactly 24 consumers whoare comfortable with drones?Choose the correct answer below.O A. The probability 0+ indicates that the probability is a very small positive value. It indicatesthat the event is likely.O B. The probability 0+ indicates that the probability is a very small positive value. It indicatesthat the event is impossible.O C. The probability 0+ indicates that the probability is zero. It indicates that the event isimpossible.O D. The probability 0+ indicates that the probability is a very small positive value. It indicatesthat the event is possible, but very unlikely.Click to select your answer.41.405escQ Search se#

Let x be the number of customers comfortable with the drones is represented as 0 + which follows…

Based on a survey, when 1009 consumers were asked if they are comfortable with drones delivering their purchases, 42% said yes. The probability of randomly selecting 30 of the 1009 consumers and getting exactly 24 who are comfortable with the drones is represented as 0+. What does 0+ indicate? Does 0+ indicate that it is impossible to get exactly 24 consumers who are comfortable with drones?

Based on a survey, when 1009 consumers were asked if they are comfortable with drones delivering their purchases, 42% said yes. The probability of randomly selecting 30 of the 1009 consumers and getting exactly 24 who are comfortable with the drones is represented as 0+. What does 0+ indicate? Does 0+ indicate that it is impossible to get exactly 24 consumers who are comfortable with drones?

College Algebra

10th Edition

ISBN:9781337282291

Author:Ron Larson

Publisher:Ron Larson

Chapter8: Sequences, Series,and Probability

Section8.7: Probability

Problem 4ECP: Show that the probability of drawing a club at random from a standard deck of 52 playing cards is...

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