(Absorbing Markov Chain) An insurance company wants to make sure they have sufficientresources to cover patient services for a particular illness. The insurance company makes threehealth condition categories for patients with this illness: Died (1), Poor (2), Good (3). Theinsurance company has learned that the transition matrix for a one week cycle is:1231231000.080.8 0.120.02 0.02 0.96]estin Using the Fundamental Matrix, find the number of cycles a patient initially in good condition isexpected to be in good condition before dying.

To find the expected number of cycles a patient initially in good condition is expected to be in…

Answered: s learned that the transition matrix…

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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10:26 AM | 0.0KB/s B < October 25, 2020 10:21 Brainly Perform the indicated operation. Use the same sets given in example 3. a. CUB b. AUBUC + The intersection of two sets X and Y is the set composed of elements that belong to either Set X and or Set Y or both sets, and is denoted by X nY which read as X intersection Y.
2 10 If ɛj=| 1 2 0 then the invariants are %3D 0 0 2 I= 6 „I2= 10 ,I3 = 6 10 1= 6,12= 11 ,I3 = 6 .11O I= 6, I2= 10 , I3 = 5.111 O
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Suppose that X = {4,8,12,16} and thatX 1 ={4,8} X 2 ={4,12} X 3 ={4,16} X 4 ={8,12} X 5 ={8,16} X 6 ={12,16}Find the mean of the following:a. X 1 =___ X 2 =____ X 3 =____ X 4 =____ X 5 =____ X 6 =_____Find μ _____ Find μ (x bar) ______ Find σ _____ Find σ (x bar) _____
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Activity 1. ( Do It Yourself) Get a die. Roll it 50 times. Record the result of your experiment in a table. The first table is for rolling a die once in 50 times, the second table is for rolling a die twice in 50 times, and the 3rd table is for rolling a die thrice in 50 times.Show the result of your experiment to your teacher. 1" roll 2 roll 3 roll Mezm T"roll 2roll ean 1* roll 1 1 1 2 3 3 4 4 4 5 6 6. 7 10 10 10 50 50 50 On a separate sheet of paper, 1. Make a histogram of the distribution of rolling a die once in 50 times. Whst can you say about the resulting histogram? Answer: 2. Make a histogram of the means of rolling a die twice in 50 times and rolling a die thrice in 50 times. Answer: 3. What can you say about the three histograms? Draw out s conclusion out of the three histograms. Answer:
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s learned that the transition matrix for a one week 123 10101 197 1 3 1 0 0 0.08 0.8 0.12 L0.02 0.02 0.96] 2