Respuesta :
Answer:
Find attached missing part:
Find the costs below:
Dr depreciation expense $22520
Cr accumulated depreciation-Machine A $1860
Cr accumulated depreciation-Machine B $15880
Cr accumulated depreciation-Machine C $4780
Explanation:
Total cost of each asset is the initial cost of the asset plus the installation costs as well as cost of renovation prior to use.
Machine A cost=$9,000+$800+$600=$10,400
Machine B cost=$38,200+$2100+$1700=$42,000
Machine C cost=$22,000+$1200+$2200=$25,400
The depreciation charge on Machine A=($10,400-$1100)/5=$1860
The depreciation charge for Machine B=($42,000-$2300)*8000/20000=$15880
Machine C depreciation
The double declining rate=100%/10*2=20%
depreciation=($25,400-$1500)*20%=$4780
For question 1 the cost is "$10,600, $42,300, and $25,700", and for question 2 the cost is "$1,900, $16,000, and $5,140". To understand the calculation, check below.
Cost calculation
(1)
An asset's cost includes the purchase price as well as any additional costs involved in putting the item to use. Any expenses involved after the asset has been put to use will be expensed unless they are incurred to significantly expand the earning capability of the asset. As a result, minor asset repairs will be expensed rather than amortized.
Construction and rehabilitation costs before users will be included in the cost of the item under issue.
Following are the calculation of the cost of Machines A, B, and C:
[tex]\to \$9,100 + \$850 + \$650 = \$10,600[/tex]
[tex]\to \$38,300 + \$2,200 + \$1,800 = \$42,300[/tex]
[tex]\to \$22,100 + \$1,300 + \$2,300 = \$25,700[/tex]
(2)
Machinery A has a 5-year life of asset and a $1,100 resale value. Under the depreciation methodology, the depreciation would be:
(Cost of the Machine – Residual Value) /(Life of the Asset)
[tex]\to \frac{(\$10,600 - \$1,100)}{5} = \$1,900[/tex]
Machinery B The unit of production is calculated at 20,000 hours, with a residual value of $2,300. 8,000 hours were spent during the year.
Degradation will be calculated by using the following:
(Cost of the machine – Variable cost) * (Units utilized during the year/Life units)
[tex]\to (\$42,300 - \$2,300) \times (\frac{8,000}{20,000}) = \$16,000[/tex]
Machinery C has a ten-year life span and a 1,500-dollar residual value. The first depreciation rate is determined using the double reducing balance method. The asset has a 10-year life span here. As just a result, the proportion equals[tex]\frac{100\%}{ 10} = 10\%[/tex].
Depreciation rate will be [tex]10\% \times 2 = 20\%[/tex]. Depreciation was only applied to the residual value in the previous year. We won't go over every calculation right now. Let's take a closer look at the depreciation at the conclusion of the first year.
The cost of an asset multiplied by the depreciation rate will be the answer.
[tex]\to \$25,700 \times 20\% = \$5,140.[/tex]
The Journal entry will be:
General Journal Debit Credit
Depreciation Expense 23,040
Accumulated Depreciation - Machine A 1,900
Accumulated Depreciation - Machine B 16,000
Accumulated Depreciation - Machine C 5,140
Find out more information about the cost calculation here:
brainly.com/question/26980740