Answer:
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Explanation:
Answer:
unitary product cost= $102
Explanation:
Giving the following information:
Manufacturing costs Direct materials per unit $60
Direct labor per unit $22
Variable overhead per unit $8
Fixed overhead for the year $528,000
Units produced= 44,000
The absorption costing method includes all costs related to production, both fixed and variable<u>. The unit product cost is calculated using direct material, direct labor, and total unitary manufacturing overhead. </u>
Fi<u>rst, we need to calculate the unitary fixed overhead:</u>
Unitary fixed overhead= 528,000/44,000= $12
<u>Now, the unitary product cost:</u>
unitary product cost= 60 + 22 + 8 + 12
unitary product cost= $102
Answer:
The depreciation cost per year is:
Year 1: $16,800
Year 2: $31,200
Year 3: $27,600
Year 4: $15,120
Explanation:
To calculate the depreciation cost for the equipment based on hours used, we must determine the cost per hour:
cost per hour = (purchase cost - salvage value) / expected useful life
cost per hour = ($93,420 - $2,700) / 7,560 hours = $90,720 / 7,560 hours = $12 per hour
The depreciation cost per year is:
Year 1: 1,400 hours x $12 per hour = $16,800
Year 2: 2,600 hours x $12 per hour = $31,200
Year 3: 2,300 hours x $12 per hour = $27,600
Year 4: 1,260 hours x $12 per hour = $15,120
Answer: 0 units
Explanation:
Future Planned Production Orders = Expected goods requirement - Finished goods in inventory - Schedule production
= 550 - 450 - 150
= -50 units
Include no units because the finished goods and the scheduled production make up the requirement for the period.
Answer:
$4.24287 million per year
Explanation:
Missing question: The swap will call for the exchange of 1 million euros for a given number of dollars in each year.
For structured three separate forward contracts of the exchange of currencies, the forward price could be found as follows
Forward exchange rate * $1 million error = Dollar to be received
Year 1 = 1.50*(1.04/1.03) * 1 million euros
Year 1 = 1.514563106796117 * 1 million euros
Year 1 = $1.5145 million
Year 2 = 1.50*(1.04/1.03)^2 * 1 million euros
Year 2 = 1.529267602978604 * 1 million euros
Year 2 = $1.5293 million
Year 3 = 1.50*(1.04/1.03)^3 * 1 million euros
Year 3 = $1.5441 million
The number of dollars each year is determined by computing the present value:
= 1.5145 / 1.04 + 1.5293 /(1.04)^2 +1.5441 / (1.04)^3
= 1.45625 + 1.41392 + 1.3727
= $4.24287 million per year
