Answer:
Contribution margin per unit = $85 per cubic yard
Contribution margin ratio = 56.67%
Explanation:
The computations are calculated below:
Contribution margin per unit = Selling price per cubic yard - variable cost cubic yard
= $150 - $65
= $85 per cubic yard
Contribution margin ratio would be
= (Contribution margin per cubic yard) ÷ (Selling price per cubic yard) × 100
= ($85) ÷ ($150) × 100
= 56.67%
And, The statement of contribution margin income for the month of August is shown below:
Sales (240 cubic yards × $150) $36,000
Less: Variable cost (240 cubic yards × $65) ($15,600)
Contribution margin $20,400
Less: Fixed expenses per month ($15,000)
Net income $5,400
Answer:
The equivalent present worth of the series is $27,714.
Explanation:
We have a series of five payments (n=5), paid at the end of the year, starting with $6,000 and increasing at a rate of 5% per year.
The inflation rate is 4% and the market interest rate is 11%.
The equivalent present worth of the series, where we take into account yearly increments and discount the value by inflation and interest rate, is:

Where:
h: increment in the payments (5%)
i: rate of inflation (4%)
r: market interest rate (11%)
Then,

Answer:
1,3,4
Explanation: Those are the one I would choose.
Answer:
The amount included in the inventory is $60
Explanation:
Lower of cost and net realizable value determine the value of closing inventory based on the cost incurred to produce or purchase a inventory unit or Market value of the inventory unit which ever is lower. In this question cost of unit of inventory is $60 and the replacement cost which market value of the item of inventory. The unit cost of an item of inventory is lower as compared to the replacement value.