Answer To: finish files
Himanshu answered on Apr 17 2023
1,2,3
1 The available work time can be calculated as follows: Note: Explanation:
Total number of shifts per month = 25 days * 3 shifts per day = 75 shifts Since the bakery operates 25 days per month with 38-hour shifts per day and an hour-long lunch break, the available work time can be calculated as follows:
Total work time per shift = 38 hours - 1 hour lunch break = 37 hours 38 hours/day x 25 days/month = 950 hours/month
Total work time per month = 75 shifts * 37 hours per shift = 2775 hours Subtracting the lunch break time:
Therefore, the available work time is 2775 hours per month. 950 hours/month - 25 days/month x 1 hour/day = 925 hours/month
Therefore, the available work time per month is 925 hours.
Coverting into minutes
2775 hours/month * 60 minutes/hour / 25 days/month 1665
2 Monthly Production 30,000 cases/month / 30.44 days/month ≈ 986.75 cases/day
3 Converting customer demand per month into per day
30,000 cases/month / 25 days/month = 1,200 cases/day
time available production time per day divided by the customer demand per day:
(38 hours/day x 60 minutes/hour - 60 minutes lunch break) x 60 seconds/minute / 1,200 cases/day = 111 seconds/case
Therefore, the takt time for producing the Rose-embellished birthday cake cookies is 111 seconds per case.
4,5,6,7
4 The processing time for one case in the mixing step is 50 seconds, and there are 2 operators.
To calculate the FTEs needed for this step, we can use the following formula:
FTEs = (Total processing time per month for one case) / (Total available working time per month for one operator)
Total processing time per month for one case = Processing time per case x Number of cases per month = 50 seconds/case x 30,000 cases/month = 1,500,000 seconds/month
Total available working time per month for one operator = Total available working time per day x Number of working days per month - Lunch break time = (38 hours/day x 60 minutes/hour - 60 minutes) x 25 days/month = 36 x 25 x 60 = 54,000 minutes/month
So, FTEs = 1,500,000 seconds/month / (54,000 minutes/month/operator x 60 seconds/minute) x 2 operators = 1,500,000 / (54,000 x 2) = 13.89 FTEs
Therefore, approximately 14 full time...