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Schach [20]
3 years ago
11

On September 30, 2021, Bricker Enterprises purchased a machine for $200,000. The estimated service life is 10 years with a $20,0

00 residual value. Bricker records partial-year depreciation based on the number of months in service. Depreciation (to the nearest dollar) for 2022, using sum-of-the-years' digits, would be closest to:
Business
1 answer:
Mrrafil [7]3 years ago
4 0

Answer:

Bricker Enterprises

Depreciation for 2022, using sum-of-the-years' digits would be closest to $29,455.

Explanation:

a) Data and Calculations:

Cost of machine = $200,000

Residual value = $20,000

Depreciable amount = $180,000

In 2021, the depreciation = 10/55 x $180,000 x 3/12 = $8,182

In 2022, the depreciation = 9/55 x $180,000 = $29,455

Bricker Enterprises uses the sum-of-the-years' digits as an accelerated method of depreciating the machine, so that much of the value of its asset is charged against profit in the earlier years when the repair costs are negligible.  To implement this method, Bricker will take into consideration, the original cost of the asset, the salvage value, and the useful life of the asset in years to determine the depreciation charge.

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Omega Custom Cabinets produces and sells custom bathroom vanities. The firm has determined that if it hires 10 workers, it can p
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11   men            22 vanities per week

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6 0
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.

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

Explanation:

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

5 0
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