Question: a . Determine the appropriate cycle time. b . What is the minimum number of stations possible? c . Assign tasks using the 'positional weight'

a. Determine the appropriate cycle time.
b. What is the minimum number of stations possible?
c. Assign tasks using the 'positional weight' rule: Assign tasks with the greatest positional weight (Make sure to calculate and include the positional weight of each task in your Excel file).
d. Compute efficiency based on the result of c.
2. A drone manufacturer is both a producer and a user of silicon chips. The annual demand for silicon chips is approximately 30,000 units. The silicon chips are produced at a rate of 150 units per day and used at a rate of 50 units per day. The annual holding cost is $2 per chip, and the setup cost is $50. Determine the following (If your answer is a decimal number, round the answer to the nearest whole number):
a. Determine the economic production quantity.
b. Compute the total annual cost, assuming the economic production quantity is used for quantity.
c. Due to resource depletion, the firm no longer produces silicon chips and decides to order them from a third-party company. Assume that the ordering cost is $85 per order. Determine the optimal order quantity.
 a. Determine the appropriate cycle time. b. What is the minimum

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