## Problem 1187

A study of students taking a 20-question exam ranked their progress from one testing period to the next. Students scoring 0 to 5 from group 1, those scoring 6 to…

## Problem 1186

Identify the absorbing states in the transition matrix. P =   Solution:-   Absorbing States and Transition Matrices A state in a Markov chain is absorbing if and only if…

## Problem 1185

Find the absorbing state(s) for the transition matrix shown.   Solution:-   A state is an absorbing state of a Markov chain if Pii=1. Thus, check the entries P11,  P22,…

## Problem 1184

Find the absorbing state(s) for the transition matrix shown.   Solution:-   A state is an absorbing state of a Markov chain if Pii=1. Thus, check the entries P11,  P22,…

## Problem 1183

Identify the absorbing states in the transition matrix. P =   Solution:-   Absorbing  States and Transition Matrices A state in a Markov chain to A does not have a…

## Problem 1182

The expression simplifies to a constant, a single circular function, or a power of a circular function. Use fundamental identities to simplify the expression. cot x tan x   Solution:-…

## Problem 1181

Find the area of a sector of a circle having radius r and central angle θ. r =  70.0 mi, θ = 100°   Solution:-   First , multiply the…

## Problem 1180

Find the equilibrium vector for the given matrix. P =   Solution:-   First, we should determine if the transition matrix P is regular. Since all of the entries are…

## Problem 1179

Is the following transition matrix regular? A =   Solution:-   A transition matrix is regular if same power of the matrix contains all positive entries. The given matrix is…