Answer:
Net operating income= 341,000
Explanation:
We need to use the following structure:
Gross profit= sales - cost of goods sold
Net operating income= Gross profit - other expenses (variable and fixed)
<u>Under the absorption costing method, the cost of goods sold incorporates the fixed overhead.</u>
Sales= 980,000
COGS= (116,000 + 266,000)= (382,000)
Gross profit= 598,000
Fixed selling and administrative costs= (116,000)
Variable selling and administrative costs= (141,000)
Net operating income= 341,000
To calculate:
1) Net income (loss) for 2010.
2) Operating cash flow
Solution: 1)
Sales = $850000
Less: Cost of goods sold = $610000
Gross profit = $240000
Less: Administrative and selling expenses = $110000
Earning before Interest, Tax and Depreciation = $130000
Less: Depreciation = $140000
Earning before Interest and Tax (EBIT) = ($10000)
Less: Interest expense = $85000
Earning before tax (EBT) = ($95000)
Less: Tax = $0 (as company is having negative EBT or loss hence no tax)
Net loss = $95000
2) Operating cash flow
EBIT + Depreciation - Tax
Wherein, EBIT = Earning before Interest and Tax
($10000) + 140000 - 0 = $130000
0.35 metric tons (mt) of crude oil will cost $112 if 0.90 mt cost $288.
Crude oil and other hydrocarbons can be found in liquid or gaseous form in tar or oil sands, small cavities within sedimentary rocks, and underground pools or reservoirs.
<h3>
What are crude oil and its uses?</h3>
Natural petroleum products like crude oil are made up of deposits of hydrocarbons and other organic elements. Crude oil, a sort of fossil fuel, is refined to create useful products like gasoline, diesel, and numerous other petrochemicals.
Given,
Crude oil = 0.9 (mt) cost is $288.
Required to Find Cost of Crude 0.35 (mt) =?
Find Cost of Crude (0.35 mt) = $288 multiply by 0.35 and divide by 0.9.
Find Cost of Crude (0.35 mt) = $288 x 0.35/0.9
Cost of Crude (0.35 mt) = $112
Thus, Crude oil will cost $112 for 0.35 metric tons (mt).
Learn more about Crude Oil here:
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Answer: $15,000
Explanation:
From the question, Carl transfers land with a fair market value of $120,000 and basis of $30,000, to a new corporation in exchange for 85 percent of the corporation's stock and that the land is subject to a $45,000 liability, which the corporation assumes.
The amount of gain that Carl must recognize as a result of this transaction will be the difference between the liability the land is subjected to which is $45,000 and the basis of the land which is $30,000.
= $45,000 - $30,000
= $15,000
