Answer:
a. 339 brackets
b. 169.5 and $296.63
c. 12 and $300
d. $596.63
e. 4 days
f. 40 brackets
Explanation:
Economic Order Quantity is the Order size that minimizes holding costs and ordering cost of inventory.
Economic Order Quantity = √ 2 × Annual Demand × Ordering Cost / (Holding Cost per unit)
= √(2 × 4,000 × $25.00) / $1.75
= 339 brackets
Average Inventory = Economic Order Quantity ÷ 2
= 339 ÷ 2
= 169.5
Annual inventory holding cost = Average Inventory × Holding Cost per unit per year
= 169.5 × $1.75
= $296.63
Orders to make each year = Total Annual Demand ÷ Economic Order Quantity
= 4,000 ÷ 339 brackets
= 11.7994 or 12
Annual order cost = Number of Orders × Cost per Order
= 12 × $25.00
= $300
Total Annual Cost = Annual inventory holding cost + Annual order cost
= $296.63 + $300
= $596.63
Reorder point (ROP) = Lead time × usage per day
= 4 × ( 2,500 / 250)
= 40 brackets
Answer
The answer and procedures of the exercise are attached in a microsoft excel document.
Explanation
Please consider the data provided by the exercise. If you have any question please write me back. All the exercises are solved in a single sheet with the formulas indications.
Answer:
Estimation of about 9.3401% Compounded interest Annually
Explanation:
Answer:
If the firm is going to need less than 50,000 motors, they should purchase them from the outside vendor.
If the firm is going to use between 50,000 to 59,999 motors, it should use process A.
If the firm expects to use 60,000 or more motors per year, it should use process B.
Explanation:
Process A:
contribution margin per unit = $11 - $7 = $4
break even number of units = $200,000 / $4 = 50,000 units
Process B:
contribution margin per unit = $11 - $8 = $3
break even number of units = $180,000 / $3 = 60,000 units
Answer:
is there just one or is there two questions to be answered.
Explanation:
let me know so I can help ya g
