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If the arrival rate of customers entering into a system is 4 per hour (assume Poisson Distribution), the service rate is 5 per hour (assume

  1. If the arrival rate of customers entering into a system is 4 per hour (assume Poisson Distribution), the service rate is 5 per hour (assume exponential distribution) and there are 2 channels operating within the multichannel single-phase model, what is the probability of zero customers in the system?

    0.429

    0.500

    0.556

    0.600

  2. If the arrival rate of customers entering into a system is 3 per hour (assume Poisson Distribution), the service rate is 6 per hour (assume exponential distribution) and there are 3 channels operating within the multichannel single-phase model, what is the probability of zero customers in the system?

    0.606

    0.651

    0.564

    0.687

  3. If the arrival rate of customers entering into a system is 2 per hour (assume Poisson Distribution), the service rate is 5 per hour (assume exponential distribution) and there are 4 channels operating within the multichannel single-phase model, what is the probability of zero customers in the system?

    0.472

    0.606

    0.652

    0.670

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