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IrinaVladis [17]
3 years ago
5

Jackson ​Company, which uses the​ high-low method to analyze cost​ behavior, has determined that machine hours best predict the​

company's total utilities cost. The​ company's cost and machine hour usage data for the first six months of the year​ follow: LOADING...​(Click the icon to view the​ data.) Requirements Using the​ high-low method, answer the following​ questions: 1. What is the variable utilities cost per machine​ hour? 2. What is the fixed cost of utilities each​ month? 3. If Jackson Company uses 1 comma 230 machine hours in a​ month, what will its total costs​ be?
Business
1 answer:
Alexxandr [17]3 years ago
6 0

Answer:

1. What is the variable utilities cost per machine​ hour?

  • $2.29 per machine hour

2. What is the fixed cost of utilities each​ month?

  • $994

3. If Jackson Company uses 1 comma 230 machine hours in a​ month, what will its total costs​ be?

  • $3,810.70

Explanation:

Some information was missing so I looked it up:

Month                  Total Cost             Machine Hours

January                <u>$3,400                          1,050</u>

February              $3,700                           1,150

March                  $3,500                           1,000

April                     $3,780                           1,200

May                     $4,000                           1,350

June                    <u>$4,200                           1,400</u>

variable costs using the high low method = ($4,200 - $3,400) / (1,400 - 1,050) = $800 / 350 = $2.2857 = $2.29 per machine hour

fixed costs = $4,200 - (1,400 x $2.29) = $994

total costs for 1,230 hours = $994 + (1,230 x $2.29) = $3,810.70

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Required information
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Answer:

1. Ending inventory = $3519

2. Cost of Goods Sold = $21030

3. Sales Revenue = $27279

4. Gross Profit = $6249

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FIFO method of inventory valuation is whereby the stock that first comes into the business, leaves first. This is common in perishable inventory such as vegetables or fruits.

Jan 1. Beginning inventory: 53 units x $45 = $2385

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133 units x $47 = $6251

Jul 16. Purchase 203 units x $50 = $10150

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53 units x $45 = $2385

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203 units x $50 = $10150

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