A probability matrix is a square matrix having two properties: (i) every entry is a nonnegative...
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A probability matrix is a square matrix having two properties: (i) every entry is a nonnegative real number, and (ii) the sum of the entries in each row is 1. Let a, b, c, d e (0, 1) be given. Let -(:) 1- a 1- c а A = B = b 1-6 d 1-d Which of the following is true. (a) The transpose of A is a probability matrix if and only if a +b+ 1. (b) A is not a probability matrix (c) B is not a probability matrix (d) AB is a probability matrix (e) None of these A probability matrix is a square matrix having two properties: (i) every entry is a nonnegative real number, and (ii) the sum of the entries in each row is 1. Let a, b, c, d e (0, 1) be given. Let -(:) 1- a 1- c а A = B = b 1-6 d 1-d Which of the following is true. (a) The transpose of A is a probability matrix if and only if a +b+ 1. (b) A is not a probability matrix (c) B is not a probability matrix (d) AB is a probability matrix (e) None of these
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Related Book For
Introduction to Real Analysis
ISBN: 978-0471433316
4th edition
Authors: Robert G. Bartle, Donald R. Sherbert
Posted Date:
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