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1 (a) Weighted average cost of capital (WACC) calculation
Cost of equity of KFP Co = 4·0 + (1·2 x (10·5 – 4·0)) = 4·0 + 7·8 = 11·8% using the capital asset pricing model
To calculate the after-tax cost of debt, linear interpolation is needed
After-tax interest payment = 100 x 0·07 x (1 – 0·3) = $4·90
Year Cash flow $ 10% discount PV ($) 5% discount PV ($)
0 Market value (94·74) 1·000 (94·74) 1·000 (94·74)
1 to 7 Interest 4·9 4·868 23·85 5·786 28·35
7 Redemption 100 0·513 51·30 0·711 71·10
––––– –––––
(19·59) 4·71
––––– –––––
After-tax cost of debt = 5 + ((10 – 5) x 4·71)/(4·71 + 19·59) = 5 + 1·0 = 6·0%
Number of shares issued by KFP Co = $15m/0·5 = 30 million shares
Market value of equity = 30m x 4·2 = $126 million
Market value of bonds issued by KFP Co = 15m x 94·74/100 = $14·211 million
Total value of company = 126 + 14·211 = $140·211 million
WACC = ((11·8 x 126) + (6·0 x 14·211))/140·211 = 11·2%
(b) (i) Price/earnings ratio method
Earnings per share of NGN = 80c per share
Price/earnings ratio of KFP Co = 8
Share price of NGN = 80 x 8 = 640c or $6·40
Number of ordinary shares of NGN = 5/0·5 = 10 million shares
Value of NGN = 6·40 x 10m = $64 million
However, it can be argued that a reduction in the applied price/earnings ratio is needed as NGN is unlisted and thereforeits shares are more difficult to buy and sell than those of a listed company such as KFP Co. If we reduce the appliedprice/earnings ratio by 10% (other similar percentage reductions would be acceptable), it becomes 7·2 times and thevalue of NGN would be (80/100) x 7·2 x 10m = $57·6 million
(ii) Dividend growth model
Dividend per share of NGN = 80c x 0·45 = 36c per share
Since the payout ratio has been maintained for several years, recent earnings growth is the same as recent dividendgrowth, i.e. 4·5%. Assuming that this dividend growth continues in the future, the future dividend growth rate will be4·5%.Share price from dividend growth model = (36 x 1·045)/ (0·12 – 0·045) = 502c or $5·02
Value of NGN = 5·02 x 10m = $50·2 million
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