part d A computer consulting firm presently has bids out on three projects. Let A,= {awarded project i}, for i = 1, 2, 3, and suppose that P(A,) = 0.22, P(A,) = 0.26, P(A3) = 0.29, P(A, n A2) = 0.07, P(A, n A3) = 0.11, P(A, n A3) = 0.05, P(A, n Az n A3) = 0.02. Use theprobabilities given above to compute the following probabilities, and explain in words the meaning of each one. (Round your answers to four decimal places.)(a) P(A, | A,) = [0.3182Explain this probability in words.If the firm is awarded project 1, this is the chance they will also be awarded project 2.O This is the probability that the firm is awarded both project 1 and project 2.O This is the probability that the firm is awarded either project 1 or project 2.O If the firm is awarded project 2, this is the chance they will also be awarded project 1.(b) P(A, n A3 |A,) = [0.0909Explain this probability in words.O If the firm is awarded projects 2 and 3, this is the chance they will also be awarded project 1.If the firm is awarded project 1, this is the chance they will also be awarded projects 2 and 3.This is the probability that the firm is awarded projects 1, 2, and 3.O This is the probability that the firm is awarded at least one of the projects.(c) P(A, U A, I A,) = [0.7273Explain this probability in words.O This is the probability that the firm is awarded projects 1, 2, and 3.O If the firm is awarded at least one of projects 2 and 3, this is the chance they will also be awarded project 1.If the firm is awarded project 1, this is the chance they will also be awarded at least one of the other two projects.O This is the probability that the firm is awarded at least one of the projects.(d) P(A, n Ag n Ag l A, U A, U Ag) =|Explain this probability in words.If the firm is awarded at least one of the projects, this is the chance that they will be awarded all three projects.O If the firm is awarded at least two of the projects, this is the chance that they will be awarded all three projects.O This is the probability that the firm is awarded at least one of the projects.O This is the probability that the firm is awarded projects 1, 2, and 3.

Ai=Awarded projects i i=1,2,3…

A computer consulting firm presently has bids out on three projects. Let A,- (awarded project /), for i- 1, 2, 3, and suppose that P(A,) - 0.22, P(A,) - 0.26, P(A,) - 0.29, P(A, n A,) - 0.07, P(A, n Ag) - 0.11, P(A, n A,) - 0.05, P(A, nA, n A,) - 0.02. Use the probabilities given above to compute the following probabilities, and explain in words the meaning of each one. (Round your answers to four decimal places.) (a) P(A, IA,) - 0.3182 Explain this probability in words. • If the firm is awarded project 1, this is the chance they will also be awarded project 2. O This is the probability that the firm is awarded both project 1 and project 2. O This is the probability that the firm is awarded either project 1 or project 2. O It the firm is awarded project 2, this is the chance they will also be awarded project 1. (b) P(A, n A, IA,) - 0.0909 Explain this probability in words. O If the firm is awarded projects 2 and 3, this is the chance they will also be awarded project 1. • If the firm is awarded project 1, this is the chance they will also be awarded projects 2 and 3. O This is the probability that the firm is awarded projects 1, 2, and 3. O This is the probability that the firm is awarded at least one of the projects. (e) P(A, UA, IA,) - 0.7273 Explain this probability in words. O This is the probability that the firm is awarded projects 1, 2, and 3. O If the firm is awarded at least one of projects 2 and 3, this is the chance they will also be awarded project 1. • If the firm is awarded project 1, this is the chance they will also be awarded least one of the other two projects. O This is the probability that the firm is awarded at least one of the projects. (d) P(A, n Ag nAg IA, U Ag U Ay) = Explain this probability in words. • If the firm is awarded at least one of the projects, this is the chance that they will be awarded all three projects. O It the firm is awarded at least two of the projects, this is the chance that they will be awarded all three projects. O This is the probability that the firm is awarded at least one of the projects. O This is the probability that the firm is awarded projects 1, 2, and 3.

A computer consulting firm presently has bids out on three projects. Let A,- (awarded project /), for i- 1, 2, 3, and suppose that P(A,) - 0.22, P(A,) - 0.26, P(A,) - 0.29, P(A, n A,) - 0.07, P(A, n Ag) - 0.11, P(A, n A,) - 0.05, P(A, nA, n A,) - 0.02. Use the probabilities given above to compute the following probabilities, and explain in words the meaning of each one. (Round your answers to four decimal places.) (a) P(A, IA,) - 0.3182 Explain this probability in words. • If the firm is awarded project 1, this is the chance they will also be awarded project 2. O This is the probability that the firm is awarded both project 1 and project 2. O This is the probability that the firm is awarded either project 1 or project 2. O It the firm is awarded project 2, this is the chance they will also be awarded project 1. (b) P(A, n A, IA,) - 0.0909 Explain this probability in words. O If the firm is awarded projects 2 and 3, this is the chance they will also be awarded project 1. • If the firm is awarded project 1, this is the chance they will also be awarded projects 2 and 3. O This is the probability that the firm is awarded projects 1, 2, and 3. O This is the probability that the firm is awarded at least one of the projects. (e) P(A, UA, IA,) - 0.7273 Explain this probability in words. O This is the probability that the firm is awarded projects 1, 2, and 3. O If the firm is awarded at least one of projects 2 and 3, this is the chance they will also be awarded project 1. • If the firm is awarded project 1, this is the chance they will also be awarded least one of the other two projects. O This is the probability that the firm is awarded at least one of the projects. (d) P(A, n Ag nAg IA, U Ag U Ay) = Explain this probability in words. • If the firm is awarded at least one of the projects, this is the chance that they will be awarded all three projects. O It the firm is awarded at least two of the projects, this is the chance that they will be awarded all three projects. O This is the probability that the firm is awarded at least one of the projects. O This is the probability that the firm is awarded projects 1, 2, and 3.

College Algebra

10th Edition

ISBN:9781337282291

Author:Ron Larson

Publisher:Ron Larson

Chapter8: Sequences, Series,and Probability

Section8.6: Counting Principles

Problem 74E: Lottery Powerball is a lottery game that is operated by the Multi-State Lottery Association and is...

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