In a city three factories X, Y, Z in which the number of workers in total is a fixed number. However, it is allowed to shift from one factory to another in each month and the scenario is described in percentage as follows. At the end of each month 30% move from X to Y, 20% move from X to Z rest stay in X, 20% move from Y to X, 30% move from Y to Z, rest stay in Y, 30% move from Z to X, 35% move Z to Y, rest stay in Z. Draw the transition diagram and write the Transition matrix. If initially in the first month the state vector is given by x0-[50, 45, 35], then what is the situation in the second month? Also find the steady state vector

In a city three factories X, Y, Z in which the number of workers in total is a fixed number. However, it is allowed to shift from one factory to another in each month and the scenario is described in percentage as follows. At the end of each month 30% move from X to Y, 20% move from X to Z rest stay in X, 20% move from Y to X, 30% move from Y to Z, rest stay in Y, 30% move from Z to X, 35% move Z to Y, rest stay in Z. Draw the transition diagram and write the Transition matrix. If initially in the first month the state vector is given by x0-[50, 45, 35], then what is the situation in the second month? Also find the steady state vector

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter10: Statistics

Section10.6: Summarizing Categorical Data

Problem 23PPS

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