Complete Question:
Collegiate Rings produces class rings. Its best-selling model has a direct materials standard of 8 grams of a special alloy per ring. This special alloy has a standard cost of $65.40 per gram. In the past month, the company purchased 8,700 grams of this alloy at a total cost of $567,240. A total of 8,300 grams were used last month to produce 1,000 rings. Read the requirements. Requirement 1. What is the actual cost per gram of the special alloy that Collegiate Rings purchased last month? (Round your answer to the nearest cent.) The actual cost per gram of the special alloy that Collegiate Rings purchased last month is $
Answer:
Collegiate Rings
The actual cost per gram of the special alloy that Collegiate Rings purchased last month is $65.20
Explanation:
Calculations:
Actual Cost per gram of special alloy = Total Actual Cost/Total Actual Quantity
= 567,240/8,700 grams
= $65.2
This value represents the cost of the special alloy per gram. It is obtained as calculated above. Price or cost per unit is always equal to the actual cost divided by the total quantity. The actual cost will be equal to the price charged by the supplier less any discounts or special allowances.
Answer: 8.79%
Explanation:
The premium or discount as a percent of NAV will be calculated thus:
NAV will be calculated as:
= (Market value of portfolio - liabilities ) / shares outstanding
= ($310 million - $3million) ÷ 10 million
= $30.7 per share.
Then, the calculation for the discount percent will be:
= (selling price - NAV) / NAV
= ($28 - $30.7) / $30.7
= ($-2.7) / $30.7
= (0.0879)
= 8.79%
Therefore, NAV is trading at discount of 8.79%
<span>Tax shield is the saving in tax due to exemption of tax on interest expense = interest expense * tax rate
= $35 million * 36% = $ 12.6 million</span>
Answer:
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Explanation:
Answer:
b. 6 pairs of jeans per crate of olives; and
c. 4 pairs of jeans per crate of olives
Explanation:
Olives Jeans Trade off Ratio (Olives:Jeans)
Spain 1 3 1:3 or 0.33:1 (1/3 = 0.33)
Denmark 1 11 1:11 or 0.09:1 (1/11= 0.09)
Spain & Denmark have less opportunity cost & hence comparative advantage than each other, in Olive & Jeans respectively.
Spain will export Olives to Denmark (importer). Denmark will export Jeans to Spain (Importer). Trade will be gainful if they get exchange ratio better than domestic exchange ratio.
- '2 jeans pairs per olive crate' not gainful trade ratio for Spain, as it is getting more i.e 3 jeans pair per olive crate at its own domestic ratio.
- '13 jeans per olive' not gainful for Denmark, as 0.07 = (1/13) olive per jeans is worse than its own domestic ratio i.e 0.09 = (1/11) olive per jeans
'4 jeans pairs per olive crate' is gaining trade ratio for:
- Spain: As it gets 4 i.e more than 3 pairs of jeans per olive crate
- Denmark : As it gets 0.25 = (1/4) i.e more than 0.09 olive crates per pair of jeans
'6 jeans pairs per olive crate' is gaining trade ratio for:
- Spain: As it gets 6 i.e more than 3 pairs of jeans per olive crate
- Denmark : As it gets 0.16 = (1/6) i.e more than 0.09 olive crates per pair of jeans
Both of them are gainful trade ratios, but:
- 1olive:4 jeans is more gainful for Denmark, as it is gaining relatively more than domestic exchange rate (0.25 is more > 0.09 than 4 > 3).
- 1olive:6jeans is more gainful for Spain as it is gaining relatively more than domestic exchange rate (6 is more > 3 than 0.16 > 0.09)