please help with #14 Skills Warm-up ExercisesWIn Problems 1-6, write each expression as a quotient of integers,reduced to lowest terms. (If necessary, review Section A.1.)3.5.13+1÷ +343541 14353 54+1212. P(NB)=Start=2..64.6.M1N4277. P(MÑA) = P(M)P(A|M)8. P(NB) = P(N)P(B|N)9. P(A) = P(MOA) + P(NÑA)10. P(B) = P(MNB) + P(NOB)11. P(MA)A Find the probabilities in Problems 7-12 by referring to the treediagram below.27+응124 1+53 541 2+4 71253.7.3.2|2|-|.8P(MOA)P(MOA) + P(NA)7P(NB)P(NB) + P(MNB)ABABFind the probabilities in Problems 13-16 by referring to the fol-lowing Venn diagram and using Bayes' formula (assume that thesimple events in S are equally likely):13. P(U₁|R)15. P(U₁|R')17. P(U|C)19. P(W|C)21. P(V|C)Start23. P(A)25. P(C)27. P(A|C)15StartB Find the probabilities in Problems 17-22 by referring to tlowing tree diagram and using Bayes' formula. Round anthree decimal places..1.625.3R35W2514. P(U₂ R)16. P(U₂ R')B.4.6.5U₂.5.2.8CFind the probabilities in Problems 23-28 by referring to tdiagram below.C'с18. P(V|C')20. P(U|C')22. P(W|C')C'24. P(B)26. P(D)28. P(BD)DCD

Answered: Image /qna-images/answer/14091962-348f-43c7-ad1a-91018cde43b8.jpg

Skills Warm-up Exercises N In Problems 1-6, write each expression as a quotient of integers, reduced to lowest terms. (If necessary, review Section A.1.) 1. 3. 5. 1 3 1 3 1 1 1 3 2 ÷ + 1 1 43 54 43 - + 53 54 Start = 2. .6 4. 6. M 1 N 4 2 7 NI + 7. P(MMA) = P(M)P(A|M) 8. P(NB) = P(N)P(B|N) 9. P(A) = P(MOA) + P(NA) 10. P(B) = P(MB) + P(NB) 11. P(MA): 2 ÷ A Find the probabilities in Problems 7-12 by referring to the tree diagram below. |2|71|4 12 53 .7 12 4 1 + 53 54 .3 .2 + .8 P(MMA) P(MOA) + P(NA) P(NOR) 2 7 A B A B 13. P(U₁|R) 15. P(U₁|R') 17. P(U|C) 19. P(W|C) 21. P(VIC) Start U₁ 15 Start .6 25 B Find the probabilities in Problems 17-22 by referring to t lowing tree diagram and using Bayes' formula. Round an three decimal places. .3 U R 35 14. P(U₂ R) 16. P(U₂ R') V 25 W .4 .6 .5 U₂ 5 .2 .8 с C C' 18. P(V|C') 20. P(U|C') 22. P(W|C') Find the probabilities in Problems 23-28 by referring to t diagram below. C D

Skills Warm-up Exercises N In Problems 1-6, write each expression as a quotient of integers, reduced to lowest terms. (If necessary, review Section A.1.) 1. 3. 5. 1 3 1 3 1 1 1 3 2 ÷ + 1 1 43 54 43 - + 53 54 Start = 2. .6 4. 6. M 1 N 4 2 7 NI + 7. P(MMA) = P(M)P(A|M) 8. P(NB) = P(N)P(B|N) 9. P(A) = P(MOA) + P(NA) 10. P(B) = P(MB) + P(NB) 11. P(MA): 2 ÷ A Find the probabilities in Problems 7-12 by referring to the tree diagram below. |2|71|4 12 53 .7 12 4 1 + 53 54 .3 .2 + .8 P(MMA) P(MOA) + P(NA) P(NOR) 2 7 A B A B 13. P(U₁|R) 15. P(U₁|R') 17. P(U|C) 19. P(W|C) 21. P(VIC) Start U₁ 15 Start .6 25 B Find the probabilities in Problems 17-22 by referring to t lowing tree diagram and using Bayes' formula. Round an three decimal places. .3 U R 35 14. P(U₂ R) 16. P(U₂ R') V 25 W .4 .6 .5 U₂ 5 .2 .8 с C C' 18. P(V|C') 20. P(U|C') 22. P(W|C') Find the probabilities in Problems 23-28 by referring to t diagram below. C D

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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