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UNO [17]
3 years ago
10

g A manufacturing company that produces a single product has provided the following data concerning its most recent month of ope

rations: Selling price $ 131 Units in beginning inventory 0 Units produced 3,320 Units sold 2,890 Units in ending inventory 430 Variable cost per unit: Direct materials $ 45 Direct labor $ 15 Variable manufacturing overhead $ 7 Variable selling and administrative $ 19 Fixed costs: Fixed manufacturing overhead $ 92,960 Fixed selling and administrative expenses $ 28,900 The total gross margin for the month under absorption costing is:
Business
1 answer:
JulijaS [17]3 years ago
6 0

Answer:

$104,040

Explanation:

For the computation of total gross margin for the month under absorption costing first we need to compute the total unit product cost which is shown below:-

Total unit product cost = Direct material + Direct labor + Variable manufacturing overhead + Fixed manufacturing overhead

= $45 + $15 + $7 + ($92,960 ÷ 3,320)

= $45 + $15 + $7 + $28

= $95

Gross profit = Sales revenue - Cost of goods sold

= (2,890 × $131) - (2,890 × $95)

= $378,590 - $274,550

= $104,040

So, for computing the gross profit we simply deduct the cost of goods sold from sales revenue.

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The correct answer is letter "C": To calculate the cash produced by the business, it is necessary to add the depreciation charge back to accounting profits.

Explanation:

Depreciation indicates how much value was used up for an asset. It also tries to match an asset's cost to the profit this helps the business collect. Depreciation calculations used as income tax deduction offer companies and annual allowance for the use and deterioration of tangible assets. Besides, depreciation must be added to the company's accounting profits to determine the firm's total inflow.

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A carbon tax would be an efficient method of addressing the problem of global warming because:a. it eliminates the positive exte
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Answer:

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Explanation:

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You are considering a savings bond that will pay $ 100 in 9 years. If the interest rate is 1.9 %​, what should you pay today for
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Answer:

You should pay $84.42 today for the​ bond.

Explanation:

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