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posledela
3 years ago
5

For financial reporting, Clinton Poultry Farms has used the declining-balance method of depreciation for conveyor equipment acqu

ired at the beginning of 2018 for $2,720,000. Its useful life was estimated to be six years with a $200,000 residual value. At the beginning of 2021, Clinton decides to change to the straight-line method.
The effect of this change on depreciation for each year is as follows:

Year Straight-Line Declining Balance Difference
2018 $400 $853 $453
2019 400 569 169
2020 400 379 (21)
$1,200 $1,801 $601

Required:
Prepare any 2021 journal entry related to the change. (If no entry is required for a particular event, select "No journal entry required" in the first account field. Enter your answers in whole dollars.)
Business
1 answer:
prohojiy [21]3 years ago
5 0

Answer: Please see below for answers

Explanation:

Year Straight-Line Declining Balance Difference  (000s)

2018       $400          $853                     $453  

2019        400             569                        169  

2020        400             379                        (21)  

               $1,200        $1,801                    $601

Asset cost =$2,720,000

Accumulated depreciation till 2020= $1,801,000

Book value beginning of 2021=$919,000

Residual value=                         -$200,000

Depreciable value=                    $719,000

Remaining estimated life= 6-3years=3

Annual straight line depreciation=    $719,000 /3 = $239,667

rounded dollar= $240,000

2021 journal entry

Adjusting entry                     Debit                   Credit  

Depreciation expense     $240,000

Accumulated depreciation                               $240,000

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a. Year 6 Forecast = 3,775

b. Mean Absolute Deviation (MAD) = 108.3

c. Year 6 Forecast = 3,780

Explanation:

Given

The miles driven during the past 5 years are as​ follows

Year 1 -- 3,100

Year 2 --- 4,050

Year 3 --- 3,450

Year 4 ---- 3,750

Year 5 --- 3,800

a. The forecast for year 6 is calculated as follows;

Using a 2 year moving average

Forecast = ½(Year 4 + Year 5)

Forecast = ½(3750 + 3800)

Forecast = ½ * 7550

Forecast = 3,775

b. Calculating the Mean Absolute Deviation (MAD), if two years moving average is used.

------------------------------2 year difference ----- Difference

Year 1 -- 3,100 ------------------------------------------

Year 2 --- 4,050 -----------------------------------------

Year 3 --- 3,450 ---- 3,575 -------- 125

Year 4 ---- 3,750 ---- 3,750 ------ 0

Year 5 --- 3,800 ----- 3,600 ------ 200

The 2-year difference column is calculated using.

Summation of previous 2 years forecast * ½

Year 1 and 2 are empty because they don't have previous 2 years.

For year 3;

2 year difference = ½ (year 1 + year 2)

= ½(3,100 + 4,050)

= ½ (7,150)

= 3,575

For year 4

2 year difference = ½ (year 2 + year 3)

= ½(4,050 + 3,750)

= ½ (7,500)

= 3,750

For year 5:

2 year difference = ½ (year 3 + year 4)

= ½(3,750 + 3,450)

= ½ (7,200)

= 3,600

Mean Absolute Deviation (MAD) = (Summation of Difference)/3

Mean Absolute Deviation (MAD) = (125 + 0 + 200)

Mean Absolute Deviation (MAD) = 325/3

Mean Absolute Deviation (MAD) = 108.3

c. for year 6 using a weighted​ 2-year moving average with weights of 0.40 and 0.60

For year 5:

Forecast = 0.4 * year 4 + 0.6 * year 5

= 0.4(3,750) + 0.6(3,800)

= 3,780

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