(1) Three balls A, B and C, A is triple as likely to choose as B and B triple aslikely to choose as C. The probabilities of their choosing respectively are8Р(В) 33P(C) =13(а) Р(А) %3D1313P(B) =-137P(C) =-13(b) Р(А) —138P(B) =3P(C) =:27(c) P(A) =27272P(B) =-277P(C) =2718(d) P(A) =271(е) Р(А) —133Р(В) —139P(C) =-13(f) None of thesea is the correct answerb is the correct answerc is the correct answerd is the correct answere is the correct answerf is the correct answer

Name: (1) Three balls A, B and C, A is triple as likely to choose as B and
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Description: (1) Three balls A, B and C, A is triple as likely to choose as B and B triple aslikely to choose as C. The probabilities of their choosing respectively are8Р(В) 33P(C) =13(а) Р(А) %3D1313P(B) =-137P(C) =-13(b) Р(А) —138P(B) =3P(C) =:27(c) P(A) =2727

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Math

Probability

(1) Three balls A, B and C, A is triple as likely to choose as B and B triple as likely to choose as C. The probabilities of their choosing respectively are 8 (a) P(A) = 13 2 P(B) =- 13 3 P(C) =- 13 5 P(B) =- 13 7 P(C) = 13 (b) Р(А) %3D 13 8 P(B) = 3 PC) 27 (c) P(A) = 27 27 2 P(B) = 7 , Р(С)-. 27 18 (d) P(A)= 27 27 1 P(B) = 3) = P(C) = 9. (e) P(A) = 13 13 13 (f) None of these a is the correct answer b is the correct answer c is the correct answer d is the correct answer e is the correct answer

(1) Three balls A, B and C, A is triple as likely to choose as B and B triple as likely to choose as C. The probabilities of their choosing respectively are 8 (a) P(A) = 13 2 P(B) =- 13 3 P(C) =- 13 5 P(B) =- 13 7 P(C) = 13 (b) Р(А) %3D 13 8 P(B) = 3 PC) 27 (c) P(A) = 27 27 2 P(B) = 7 , Р(С)-. 27 18 (d) P(A)= 27 27 1 P(B) = 3) = P(C) = 9. (e) P(A) = 13 13 13 (f) None of these a is the correct answer b is the correct answer c is the correct answer d is the correct answer e is the correct answer

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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