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F2 Job batch process service and operation costing

Forums › ACCA Forums › ACCA MA Management Accounting Forums › F2 Job batch process service and operation costing

  • This topic has 6 replies, 3 voices, and was last updated 9 years ago by elle.
Viewing 7 posts - 1 through 7 (of 7 total)
  • Author
    Posts
  • June 20, 2015 at 8:59 pm #258215
    elle
    Member
    • Topics: 18
    • Replies: 20
    • ☆

    Hi John,
    Please help with this once again impossible Kaplan question I wish ACCA would just use BPP The questions are far clearer and well put 🙂

    An advertising agency uses job costing and recovers overheads on chargeable hours. Jobs for thee accounts were worked on in Month 4 as follows:

    Job 1 Job 2 Job 3
    Opening WIP 7000 9000 6000
    Direct materials etc 1750 0 2400
    Chargeable hours 13000 2600 9400

    Both budgeted and actual overheads were $70000.
    Jobs 1 and 3 were incomplete at the end of the month 4. What was the value of WIP at the end of month 4?

    June 20, 2015 at 9:46 pm #258220
    HazE
    Participant
    • Topics: 11
    • Replies: 84
    • ☆☆

    The question says that the overhead will be recoverd on chargeable hours basis. So first what we have to do is to allocate the total overhead to each job individually on the chargeable hours basis.

    Total Chargeable hours are (13000+2600+9400)=25000
    overhead recovered for Job 1 = 13000/25000 * 70000= $36400
    Job 2= 2600/25000 * 70000= $7280
    job 3= 9400/25000 * 70000= $26320

    Now it says that job 1 and job 3 are still incomplete at the end of the month so that means all the cost associated with these two jobs will be your closing work in progress. So you simply add them up along with the overhead cost of each job

    (Job 1 = $7000+1750+36400) + (Job 3= $6000 + $2400+ $9400) = $62950

    June 21, 2015 at 9:13 am #258390
    elle
    Member
    • Topics: 18
    • Replies: 20
    • ☆

    Hi

    This is my calculation as well
    Only I think you meant +26320 instead of 9400
    (Job 1 = $7000+1750+36400) + (Job 3= $6000 + $2400+ $9400) = $62950

    (Job 1 = $7000+1750+36400) + (Job 3= $6000 + $2400+ $26320) = $79870

    The multiple choice options are
    A $80 000
    B $84 350
    C $86 650
    D $90 000

    June 21, 2015 at 10:39 am #258403
    HazE
    Participant
    • Topics: 11
    • Replies: 84
    • ☆☆

    Yea sorry for that and i do not understand than how can one of these answers be the right one than. I am pretty sure thats how you solve this.

    June 24, 2015 at 11:07 am #258718
    oruchei
    Member
    • Topics: 0
    • Replies: 2
    • ☆

    The question has a typo … chargeable hours for Job 2 are 12,600 and not 2600.

    You need to work out the overheads value per job.

    So,

    13000 + 12600 + 9400 = 35,000

    OAR = 70000/35000 = $2 which works out as 2:1 or $2 per $1 of labour

    Job 1 overheads are $26000, Job 3 overheads are $18800.

    Total of Job 1 and 3 now equal $84,350 (Option B)

    June 24, 2015 at 11:09 am #258719
    oruchei
    Member
    • Topics: 0
    • Replies: 2
    • ☆

    Job 1 7000 + 1750 + 13000 + 26000 = 47,750

    July 12, 2015 at 6:57 pm #260642
    elle
    Member
    • Topics: 18
    • Replies: 20
    • ☆

    So the 13000 is actually $13000 and not 13000 hours.
    And job 2’s chargeable hours are $12600 because of typo $2600.
    In summary:

    An advertising agency uses job costing and recovers overheads on chargeable hours. Jobs for thee accounts were worked on in Month 4 as follows:

    Job 1 Job 2 Job 3
    Opening WIP 7000 9000 6000
    Direct materials etc 1750 0 2400
    Chargeable hours 13000 12600 9400

    Both budgeted and actual overheads were $70000.
    Jobs 1 and 3 were incomplete at the end of the month 4. What was the value of WIP at the end of month 4?

    Total Chargeable hours are (13000+12600+9400)= 35,000
    overhead recovered for Job 1 = 13000/35000 * 70000= $26,000 or 13000 x $2
    Job 2= 12600/35000 * 70000= $25,200 or 12600 x 2
    job 3= 9400/35000 * 70000= $18,800 or 9400 x 2

    Job 1: 7000 + 1750 + 26000 +13000 = 47,750
    Job 3: 6000 + 2400 + 18800 + 9400 = 36,600
    Total 84350 (Option B)

    Haze and oruchei you two are geniuses Thanks!! God bless

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