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- This topic has 10 replies, 3 voices, and was last updated 4 years ago by John Moffat.
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- January 21, 2019 at 2:36 pm #502888
could please explain how to attempt the following question, the answer for it is C.
the following information is available for a production process for the last period:
material input: 200 kg at $4 per kg
labour input: 100 hours at $15 per hour
department overhead: $1000transfer to finished goods : 150 kg
normal loss id 10% of input. losses are identified when the process is 50% complete.
there is no opening or closing work-in-progress.
what is the total cost of a completed unit.A. $22.00
B. $20.48
C. $19.59
D. $18.33January 21, 2019 at 3:37 pm #502893The total loss is 50kg, of which 20kg is the normal loss and 30kg is the abnormal loss.
For materials, we spread the cost over the expected output (actual output + abnormal loss) of 180kg. So the material cost per kg is $800/180 = $4.44
The approach is the same for labour and overheads, except that the abnormal loss will only have had half of the labour and overhead work. So we spread the total of $2,500 over 165kg (150 + 30/2). So the cost per kg is $2,500/165 = $15.15
So the total cost per kg is 4.44 + 15.15 = $19.59
January 21, 2019 at 9:10 pm #502940Could you please explain why the expected output is found by adding a normal loss and actual output?
January 22, 2019 at 10:01 am #502983It isn’t!!
The expected output is the input less the normal loss, which is the same as the actual output plus the abnormal loss as I wrote before.
January 22, 2019 at 11:07 am #502998Why is normal loss not being taken into account instead of abnormal loss?
January 22, 2019 at 5:09 pm #503038We only spread the costs over the expected output (actual output + abnormal loss). Abnormal losses are costed at full cost per unit just as though they were finished goods.
Have you not watched my free lectures on process costing? The lectures are a complete free course for Paper MA and cover everything needed to be able to pass the exam well.
August 17, 2020 at 2:54 pm #580913“The approach is the same for labour and overheads, except that the abnormal loss will only have had half of the labour and overhead work. So we spread the total of $2,500 over 165kg (150 + 30/2). ”
It is said that losses are identified when the process is 50% complete. Here the output is already 150kg meaning 150kg/200kg = 75% complete. All losses should have already been identified. Why do we need to half the abnormal loss ?
August 17, 2020 at 3:26 pm #580918I’m sorry. Here the process is fully completed since there is no CWIP. Losses should have already been identified. So, why do we need to half the abnormal loss?
August 17, 2020 at 5:19 pm #580941Because all losses (including the abnormal loss) are identified when the process is 50% complete. So the abnormal losses will only have had 50% of the work – they are not going to have any more work done on them once they ate identified as being losses 🙂
August 17, 2020 at 7:11 pm #580952Thank you so much for your reply. I’m trying to understand the process account for it:
On the debit side:
Materials $800
Labour $1500
Overheads $1000
Total 3300On the credit side:
Normal loss 0
Output 150kg *19.59 = $2938.5
Abnormal loss $361.5 (balancing figure)
Total = 3300The abnormal loss value should be the balancing figure 361.5. Analysing the figure: 30*4.44 + 15*15.15. Am I correctly understanding?
August 18, 2020 at 9:15 am #581009Yes, that is correct (although appreciate that you cannot be asked to actually write up the process account in the exam).
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