The most efficient and effective in managing its inventory is Company B.
<h3>Who is the most efficient?</h3>
The days' sales in inventory is a financial ratio that measures the rate at which a firm is able to sell its inventory in a given year. The lower the ratio, the more efficient a firm is in selling its inventory.
Days' sales in inventory = number of days in a period / inventory turnover
Inventory turnover = cost of goods sold / average inventory
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Answer:
40 air conditioner and 60 fans yield a 1,900 dollar profit
Explanation:

We apply this constrain on excel solver tool.
Wiring Drilling Profit per unit Total Profit
AC 40 units 120 80 25 1000
Fan 60 units 120 60 15 <u> 900 </u>
240 140 1900 1,900
The steps for finding the EOQ in a quantity discount model with variable H are:
- The optimal point is the quantity that yields the lowest cost
- Start with the lowest price
- If the minimum point is feasible
- Otherwise, compare total costs
What is the Economic Order Quantity(EOQ)?
The Economic Order Quantity is the ideal quantity of units a company should purchase to meet demand while minimizing inventory, costs such as holding costs, shortage costs, and order costs.
The economic order quantity formula assumes that demand, ordering and holding costs all remain constant.
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Answer:
Cost of Good Sold Using Fifo $40,570
Ending inventory using Fifo $3,600
Ending inventory Using Specific Identification can not be calculated as the total sales (555) exceeds the available inventory (510)
Explanation:
Answer:
B. $6000
Explanation:
Given that
Price = $9
Average total cost (ATC) = $7
Output (Q) = 3000
Two methods can be used in calculating profit in this case.
The first method is
Profit = (price - ATC) × Q
= (9 - 7) × 3000
= 2 × 3000
= $ 6000
The second method is
Profit = Total revenue (TR) - Total Cost (TC)
Where TR = Price × Q = 9 × 3000 = $27000
TC = ATC × Q = 7 × 3000 = $ 21000
Therefore,
Profit = 27000 - 21000
= $6000
Any method used will result to the same answer.
NOTE THAT,
ATC = Total cost / Q.
So change of formula was used to obtain Total cost from this formula.