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Explanation for BPP Q no. 6.2 Efficiency Ratio in section Accounting for Labour

Forums › ACCA Forums › ACCA MA Management Accounting Forums › Explanation for BPP Q no. 6.2 Efficiency Ratio in section Accounting for Labour

  • This topic has 2 replies, 3 voices, and was last updated 1 year ago by jack098.
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  • October 14, 2023 at 2:10 pm #693168
    arafath622
    Participant
    • Topics: 4
    • Replies: 2
    • ☆

    Can anyone give me the explanation for BPP Question number 6.2 in Accounting for Labour. The answer by BPP is 92.3 %
    Question is What was the efficiency ratio as a percentage to one decimal place?

    October 15, 2023 at 9:26 am #693261
    mrjonbain
    Moderator
    • Topics: 6
    • Replies: 2426
    • ☆☆☆☆☆

    I don’t have access to the above question. However, the labour efficiency ratio is calculated as expected time to produce actual output divided by actual time to produce actual output, then multiply answer by a hundred to express as a percentage. Then apply appropriate rounding. Hope this helps. If you need further help please ask.

    October 27, 2023 at 2:16 pm #694067
    jack098
    Participant
    • Topics: 2
    • Replies: 1
    • ☆

    Budgeted and actual production data for the year that has just ended are as follows.

    Product—–Budgeted production———————————-Actual production

    —————-Units————–Standard machine hours——- Units

    W————–15,000—————-3,000—————————–12,000

    X————–20,000—————-8,000——————————25,000

    Y————–14,000—————-7,000——————————16,000

    Z————–6,000—————-9,000——————————–5,000

    Total machine hours worked in the period amounted to 29,000 hours.

    7.2 What was the efficiency ratio in the year, as a percentage to one decimal place?
    A 96.2%
    B 103.3%
    C 103.9%
    D 107.4%

    1. answer straight can be found by efficiency formula standard hours / actual hours * 100.

    2. standard hours = standard machine hours/budgeted units * actual units.

    3. we get 0.2 per unit * 12000 = 2400 hours (what should have taken to output 12000 units).

    4. do it for all of them then add up (total standard hours) and divide but 29,000 hours (actual hours).

    5. multiply by 100 and answer is A 96.2%.

    this was a trick question to make you think that given standard hours are the same as standard machine hours.

    Mistakes: didn’t provided question just thought everyone had same kit as you, question was 7.2 not 6.2. and you wrote 93.1% from previous question instead of 96.2%.

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