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A. A 3 single-machine station line is run as a push system. Each station has a mean processing time of 5.0 hours and standard deviation of 6.2 hours. The line has marginal profit of $90 per job and the cost of WIP is $0.50 per job per hour. | If jobs arrive at the rate of 0.16 jobs per hour with arrival coefficient of variability equal to 1,5, calculate the expected cycle time and the work-in-process level for the line. B | If the production line is run as a pull/CONWIP system then what is the required level of work-in-process in the line in order to achieve a throughput of 0.16 jobs per hour assuming practical worst-case performance? Also calculate the cycle time in this case. Calculate and compare the expected profits of the line in each of the two cases above and then make appropriate comments based on the obtained 0. results you A. A 3 single-machine station line is run as a push system. Each station has a mean processing time of 5.0 hours and standard deviation of 6.2 hours. The line has marginal profit of $90 per job and the cost of WIP is $0.50 per job per hour. | If jobs arrive at the rate of 0.16 jobs per hour with arrival coefficient of variability equal to 1,5, calculate the expected cycle time and the work-in-process level for the line. B | If the production line is run as a pull/CONWIP system then what is the required level of work-in-process in the line in order to achieve a throughput of 0.16 jobs per hour assuming practical worst-case performance? Also calculate the cycle time in this case. Calculate and compare the expected profits of the line in each of the two cases above and then make appropriate comments based on the obtained 0. results you