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------------------------------------------------ There are 216,000 seconds available for production. What is the maximum and minimum this line will produce? Assume no PFD, no yield loss, and you can round to the nearest unit.

Answers shown as MIN; MAX:

A. 19,188; 22,115
B. 109,154; 109,154
C. 22,115; 22,115
D. 22,115; 109,154

The available time of 216,000 seconds, the product line can produce a minimum of approximately 4,150,208,000 units and a maximum of approximately 4,708,040,000 units.

The maximum and minimum production that can be achieved on the production line, given 216,000 seconds available, can be determined by considering the production rate per second. To find the maximum production, we assume that the line operates at its maximum capacity for the entire duration of 216,000 seconds. If the line produces at a rate of 22,115 units per second, then the maximum production would be 22,115 units per second multiplied by 216,000 seconds, which equals 4,708,040,000 units. Rounded to the nearest unit, the maximum production is 4,708,040,000 units.

To find the minimum production, we assume that the line operates at its minimum capacity for the entire duration of 216,000 seconds. If the line produces at a rate of 19,188 units per second, then the minimum production would be 19,188 units per second multiplied by 216,000 seconds, which equals 4,150,208,000 units. Rounded to the nearest unit, the minimum production is 4,150,208,000 units.

Therefore, the answer is:
MIN: 4,150,208,000 units
MAX: 4,708,040,000 units.

This calculation assumes no PFD (process flow diagram), no yield loss, and rounding to the nearest unit.

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