b. Is the Markov assumption reasonable? Discuss factorsthat would tend to affirm or refute the assumption.(Don't worry about stationarity.)c. Show how to compute the fraction of time there is morethan three inches of snow on the ground. 2. During the winter months in a particular city, snowfalloccurs at the average rate of two inches per week. Melting andevaporation will reduce existing accumulation at the rate of threeinches per week. In both cases, the time in days to increase ordecrease an inch is negative exponentially distributed. That is, ifno melting were to occur, the time until one more inch would fallwould be negative exponentially distributed. Similarly, if therewere no new snow, the time to decrease an inch would beexponential. Of course, both natural processes occur together.a. Develop a continuous time Markov model of the chang-ing depth of snow on the ground in inches. Provide atransition diagram or matrix and identify all parameters.

2)a) Let X(t) be the depth of snow on the ground at time t. The possible states are non-negative…

Answered: 2. During the winter months in a…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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