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adelina 88 [10]
3 years ago
10

Machinery was purchased for $85,000. Freight charges amounted to $3,500 and there was a cost of $10,000 for building a foundatio

n and installing the machinery. It is estimated that the machinery will have a $15,000 salvage value at the end of its 5-year useful life. Depreciation expense each year using the straight-line method will bea. $19,700b. $16,700c. $14,300d. $14,000
Business
1 answer:
tia_tia [17]3 years ago
7 0

Answer:

b. $16,700

Explanation:

The computation of the depreciation expense under the straight-line method is shown below:

= (Original cost - residual value) ÷ (useful life)

= ($98,500 - $15,000) ÷ (5 years)

= ($83,500) ÷ (5 years)  

= $16,700

The original cost is computed below:

= Original cost  of machinery + freight charges + cost of building a foundation and  installing the machinery

= $85,000 + $3,500 + $10,000

= $98,500

In this method, the depreciation is same for all the remaining useful life

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Answer:

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Answer:

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An individual taxpayer reported the following net long-term capital gains and losses:Year Gain (loss)1 ($5,000)2 1,0003 4,000The
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3 years ago
Kallie Smith, owner of Flower Hour, operates a local chain of floral shops. Each shop has its own delivery van. Instead of charg
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Answer:

Use the high-low method to determine Flower Hour's cost equation for van operating costs.

  • total cost = $1,355 + ($0.25 x total miles)

Use your results to predict van operating costs at a volume of 15,000 miles.

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Month                 Miles driven           Van Operating Costs

January                    15,800                        $5,460

February                  <u>17,300</u>                         <u>$5,680</u>

March                       14,600                        $4,940

April                         16,000                         $5,310

May                           17,100                        $5,830

June                         15,400                        $5,420

July                           <u>14,100</u>                        <u>$4,880</u>

high cost - low cost = $5,680 - $4,880 = $800

high cost - low cost = 17,300 - 14,100 = 3,200 miles

variable cost per mile = $800 / 3,200 miles = $0.25 per mile

total variable cost when driving 14,100 miles = 14,100 miles x $0.25 per mile = $3,525

total fixed cost = $4,880 - $3,525 = $1,355

total cost = $1,355 + ($0.25 x total miles)

total cost (15,000 miles) = $1,355 + ($0.25 x 15,000) = $5,105

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