Question: Solve it using Excel Solver. You have been commissioned to migrate to Chile a manufacturing process (a work cell) that consists of two work stations,

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You have been commissioned to migrate to Chile a manufacturing process (a work cell) that consists of two work stations, the first station has three operators who assemble, each one, a part every 30 seconds following an exponential distribution. The second station consists of a semi-automated packaging machine that packs 5 units per min following an exponential distribution. To achieve this rate with the semi-automated machine, a roster of three operators is required to load, adjust and unload the machine. The arrival of components to this work cell is 4 units per min according to a Poisson distribution.

Based on this information, answer the following question In order to calculate the material handling devices that are required for the components that are being processed (Including the components that are queued and that are being processed) at station 1, it is required to know what is the probability that at any given time, are there 3 components in station 1?

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