Answer: $3,940
Explanation:
Purchase from Diamond
The company received a discount of 2% because they paid within 10 days as per the terms of the sale.
Cost of inventory from Diamond:
= (Cost of goods - Returns) * (1 - 2%)
= (4,100 - 1,100) * 98%
= $2,940
Purchase from Club
Discount period expired so the full $1,000 is paid.
Total inventory cost:
= 2,940 + 1,000
= $3,940
Answer:
As the $3,000 is unrecaptured losses, it will be carried forward to this year and would be set off against the current year's capital gains.
Explanation:
The previous year unrecaptured loss of $3000 will carried forward and would be set off against the capital gains of $12,000. The gain for the year can be calculated as under:
Capital Gain for the year = Gain Before unrecaptured losses - Carried Forward Losses
By putting values, we have:
Capital Gain for the year = $12,000 - $3,000 = $9,000
The resultant $9,000 would be the capital gain for the year.
The weighted average cost of capital is the cost approach that will produce an ending inventory value that is in between probable high and low costs (prices) using classic costing methods.
The weighted average cost of capital is the average cost of attracting investors, whether bonds or shareholders.
The computation weights the cost of capital depending on the amount of debt and equity used by the firm, providing a clear barrier rate for internal initiatives or future acquisitions.
The weighted average inventory cost is one of the approaches used in inventory valuation. It is computed by dividing the cost of products for sale by the number of units for sale. i.e The cost of the items for sale and the quantity of units for sale. Because it is based on averages, the ending inventory value is generally somewhere between high and low cost.
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Answer:
The size of the fund at the end of 7 years is $483.110
Explanation:
Number of quarters = 4
We are given that the nominal rate of discount convertible quarterly is 4/41
Discount rate in each quarter =
Let A is the value after discount and X is the original value:
Now To calculate the value after 7 years we need to multiply each value by the interest raised to the correct power.
A=483.110
Hence the size of the fund at the end of 7 years is $483.110