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Exercise 11-07 Marigold Industries presents you with the following information. Complete the table for the year ended Decembe

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Answer #1
(a) Determination of the depreciation method
Cost of machine A = $148200
Date of purchase = 12-Feb-20
Salvage value $16640
Depreciable cost = $148200-$16640 = 131560
Accumulated Depreciation upto 31 dec,2021( for one and half year) = $24684
Depreciation under the sum of year digit method (Remaining useful life of an asset /sum of years digit)*depreciable cost
Depreciation of machine A under SYD method using half year convention
Half year depreciation on machine A for 2020 = ($131560/55)*10 for half year=23920/2=11960
Depreciation upto 30june 2021 = ($131560/55)*10 for half year=23920/2=11960
Depreciation upto 31 dec 2021 = ($131560/55)*9 for half year=21528/2=10764
Accumulated Depreciation upto 31 dec of machine A 14100+14100+12690 $40890
Answer is sum of years digit method
note=10+9+8+7+6+5+4+3+2+1=55
(b) calculation of depreciation of 2022 for machine A
Depreciation up to 30 June 2022 = ($131560/55)*9
Depreciation up to 31 Dec 2022 = ($131560/55)*8
Depreciation = 10764+9568
= $20332
(c) calculation of the cost of machine B
date of purchase = 15-Aug-19
salvage value = $21840
Accumulated depreciation under straight line method upto 31 dec 2021 for 2 and half years) = $30160
Annual depreciation = $30160/2.5 $12064
Life of machinary = 5 years
Depreciable cost of machine = $12064*5 $60320
cost of machine B = depreciable cost+ salvage value
= $60320+$21840
= $82160
(d) calculation of depreciation of machine B for 2022
depreciation = (82160-21840)/5
= $12064
(e) calculation of accumulated depreciation of machine C up to
31 Dec 2021 under the double-declining balance method
cost of machine = $89600
salvage value = $23500
date of purchase = 21-Jul-18
life of machine = 8 years
depreciation for the year 2018 using half year convention = (89600/8)*2 for half year=22400/2= $11200
depreciation up to 30 June 2019 = (89600/8)*2 for half year=22400/2= $11200
depreciation up to 31 Dec 2019 = ((89600-22400)/8)*2 for half year=16800/2= $8400
depreciation up to 30 June 2020 = ((89600-22400)/8)*2 for half year=16800/2= $8400
depreciation up to 31 Dec 2020 = ((67200-16800)/8)*2 for half year=12600/2=6300
depreciation up to 30 June 2021 = ((67200-16800)/8)*2 for half year=12600/2=6300
depreciation up to 31 Dec 2021 = ((50400-12600)/8*2) for half year=9450/2= $4725
Accumulated depreciation = 11200+11200+8400+8400+6300+6300+4725
= $56525
(f) calculation of depreciation of machine C
depreciation up to 30 June 2022 = ((50400-12600)/8*2) for half year=9450/2= $4725
depreciation up to 31 Dec 2022 = ((37800-9450)/8*2) for half year=7078.5/2= $3544
= 4725+3544
depreciation = 8269
(g) determine the date of purchase of machine D
Cost of machine D = $227760
Salvage value = $71760
Life of machine = 5 years
Accumulated Depreciation upto 31 dec 2021 = $72800
Depreciation method = sum of year digit method
depreciable cost = $227760-$71760 = $156000
depreciation for the first half year should be = (156000/15)*5 for half year=52000/2= $26000
depreciation for the second half year should be = (156000/15)*5 for half year=52000/2= $26000
depreciation for the third half year should be = (156000/15)*4 for half year=41600/2= $20800
total accumulated depreciation for one and half year = $26000+$26000+$20800
$72800
since the above calculation of depreciation tally with the accumulated depreciation, the machine should be
purchased on the middle of the year 2020
(h) cost of depreciation of machine D for the year 2022
Depreciation up to 30 June 2022 = (156000/15)*4 for half year=41600/2= $20800
Depreciation up to 31 Dec 2022 = (156000/15)*3 for half year=31200/2= $15600
Depreciation = $20800+$15600
= $36400

> for part a: Accumulated Depreciation upto 31 dec,2021( for one and half year) = $24684 should be $34684

keskhjaa oisas Sun, Apr 18, 2021 10:55 AM

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