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Solve this question

Forums › ACCA Forums › ACCA MA Management Accounting Forums › Solve this question

  • This topic has 4 replies, 5 voices, and was last updated 3 years ago by hassan.bilal.
Viewing 5 posts - 1 through 5 (of 5 total)
  • Author
    Posts
  • June 12, 2012 at 4:20 pm #53377
    arvind0708
    Member
    • Topics: 39
    • Replies: 5
    • ☆

    (14) A company makes two products, Reds and Blues. Total fixed overheads to absorb
    during May are $60,000. Budgeted production levels for Reds for May are 10,000
    units. Twice as many Blues as Reds are to be produced. Each Red takes 1 hour of
    labour and each Blue takes 0.25 hours. Overheads are to be absorbed on a labour
    hour basis.
    What is the overhead absorption rate for each finished Blue?

    June 14, 2012 at 11:13 am #100276
    arslan9898
    Member
    • Topics: 16
    • Replies: 14
    • ☆

    I think question is not correct. production unit of blue is not given.

    I am right?

    June 16, 2012 at 2:20 pm #100277
    modestoboto
    Member
    • Topics: 1
    • Replies: 10
    • ☆

    I THINK TS $12/HOUR

    June 17, 2012 at 5:52 pm #100278
    Sangria9
    Member
    • Topics: 25
    • Replies: 285
    • ☆☆☆

    The question says:

    Twice as many Blues as Reds are to be produced.

    .
    So we produce 20 000 units of Blues (2 x 10 000 units).
    For Blues we need 5 000 hours (0.25 x 20 000 units), for Reds we need 10 000 hours (1 x 10 000 units). One third of overheads goes for Blues.
    So overheads absorbed to Blues: $20 000, and it is $1 per unit.

    February 15, 2022 at 2:25 pm #648665
    hassan.bilal
    Member
    • Topics: 0
    • Replies: 1
    • ☆

    Red= 10000 units
    Hours for Red=10000*1hour/Red= 10000 hours

    Blue=20000units
    Hours for Blue= 20000* 0.25 hour/ Blue= 5000 hours

    Total Budgeted OH =$60000
    Total Budgeted hours= 15000hours

    OAR per hour =$60000/15000 =$4 per hour

    Now convert OAR per hour to OAR per reds units

    OAR/reds units = $4/hour * 0.25/Reds units
    =$1/reds units

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