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WACC CAlculation

Forums › ACCA Forums › ACCA APM Advanced Performance Management Forums › WACC CAlculation

  • This topic has 2 replies, 2 voices, and was last updated 9 years ago by michaelf.
Viewing 3 posts - 1 through 3 (of 3 total)
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    Posts
  • April 26, 2016 at 11:19 pm #312791
    michaelf
    Participant
    • Topics: 5
    • Replies: 26
    • ☆

    I am having a little trouble calculating WACC. I am using the formula (%e x Ke) +(% d x Ke x (1- tax rate)

    However i a working out June 2014 past papers, Question 1:

    Debt/Equity 30%
    Cost of equity 15.7%
    Tax rate 25%
    Pre- tax cost of debt 6.5%

    I don’t understand why the examiner sets out the working as (1/1/3 x 15.7%) + ( 0.3/ 1.3 x 6.5% x (1-25%)

    help me clarify please. I understand every thing else, except for 1/ 1/3 & 0.3 x 1.3). Please reply quickly.

    Best Regards,

    April 27, 2016 at 3:40 am #312800
    ahmedmirza
    Participant
    • Topics: 3
    • Replies: 29
    • ☆

    Hello there

    Firstly there seems to be a typo in the expression (1/1/3), which I believe should be (1/1.3)

    Moving on…

    In WACC calculation, the cost of equity or Ke has to be weighted based on the ratio of equity to (equity + debt) and cost of debt or Kd (post tax) based on the ratio of debt to (equity + debt) before adding both %s together. This will look like as follows:

    WACC = [ (Ve/(Ve+Vd) X Ke ] + [ (Vd/(Ve+Vd) X Kd (1-T) ]

    In your question,

    Debt to Equity, given is 30% or 30/100 based on which:
    Ve = 100 or 1
    Vd = 30 or 0.3
    Ve+Vd = 130 or 1.3

    Post tax Kd = 6.5% X (1-0.25)
    Ke = 15.7%

    Applying the above formula,
    WACC = [ (1 / 1.3 X 15.7% ) + (0.3 / 1.3 x (6.5% x 0.75) ]
    WACC = 13.2%

    Answering your question..

    As you may notice in the above formula and the application, [1 / 1.3] is actually the ratio of Equity (100% or 1) to Equity + Debt (100% + 30% or 1.3). Where as [0.3 / 1.3] is actually the ratio of debt (30% or 0.3) to Equity + Debt (100% + 30% or 1.3).

    HTH

    May 7, 2016 at 2:31 pm #314030
    michaelf
    Participant
    • Topics: 5
    • Replies: 26
    • ☆

    Thanks a million for the clarification. I really appreciate your response.

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