Question: Problem 2. Consider two machines subject to failure. The machines can be repaired when they fail by a single repairman with repair times exponentially distributed

Problem 2. Consider two machines subject to failure. The machines can be repaired when they fail by a single repairman with repair times exponentially distributed with a rate of A. a) both machines can be working at the same time and each has an exponentially distributed time to failure with mean 1/p State variable definition: Yt = State Space: S = { Transition Rate Matrix: b) only one machine can operate at any time. That is, while one machine working the other machine is either being repaired or in stand by and starts working when the other machine fails. Each machine has an exponentially distributed time to failure with mean 1/p State variable definition: Yt = State Space: S = { Transition Rate Matrix

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