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INV4801 EXAM PACK 2023

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QUESTIONS AND ANSWERS

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  • July 7, 2023
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  • 2022/2023
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INV4801
EXAM PACK
2023
QUESTIONS AND
ANSWERS
Email: musyokah11@gmail.com

, Investment Portfolio Management
January/February 2018
INV4801


Question 1
a)
WACC excluding the Pension Plan’s assets and liabilities

Equity = Assets – liabilities = 1.0 – 0.6 = 0.4

Weight for equity = 0.4/ (0.4 + 0.6) = 0.4

Weight for debt = 0.6/ (0.4 + 0.6) = 0.6



Beta = (0.4 x 1.9) + (0.6 x 0.0) = 0.76



WACC = 7 + 0.76(4) = 10.04%



b)

WACC including Pension Plan’s assets and liabilities

Weight of equity = 0.55

Weight of debt = 1 – 0.55 = 0.45



Beta TA = [0.4/(1.0 + 0.7) X 1.9] + [1.3/1.7 X 0.0] = 1.156



Beta TA = [1.0/1.7 x 1.4] + [0.7/1.7 x Beta]

1.156 = 0.8235 + 0.4118Beta

0.3325 = 0.4118Beta

,0.8074 = Beta

WACC = 7 + 0.8074(4) = 10.23%



c) Implications of not including the Pension Plan’s assets and liabilities in
Rusere Investments’ capital decision-making process



• Pension plan assets fund the payment pension liabilities
• Pension plan’s investment performance is judged relative to the adequacy of
its assets with respect to funding of pension liabilities
• Without the inclusion of Pension plan assets and liabilities makes it impossible
for setting an investment policy
• Without the inclusion of the pension plan assets and liabilities makes it difficult
to determine pension surplus or underfunded plan



d) Country Apple

Beta = Correlation x (standard deviation of apple/ standard deviation of market)

= 0.79 x (0.11/0.10)

= 0.869

RP (fully integrated) = Standard deviation x correlation x Sharpe ratio

= 11% x 0.79 x 0.26

= 2.26

RP (fully segmented) = standard deviation x Sharpe ratio

= 11% x 0.26

= 2.86

RP = (2.26 x 0.85) + (2.86 x 0.15)

= 2.35

, Expected returns = Rf + RP

= 3.5 + 2.35

= 5.85

Country Borrowdale



Beta = Correlation x (standard deviation of apple/ standard deviation of market)

= 0.58 x (0.21/0.10)

= 1.218

RP (fully integrated) = Standard deviation x correlation x Sharpe ratio

= 21% x 0.58 x 0.26

= 3.17%

RP (fully segmented) = standard deviation x Sharpe ratio

= 21% x 0.26

= 5.46%

RP = (3.17 x 0.65) + (5.46 x 0.35)

= 3.97%

Expected returns = Rf + RP

= 3.5 + 3.97

= 7.47%

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