Question 1
When researching which corporate bonds to invest, you noted that some bonds were trading at a premium (e.g. 4.7% coupon bonds issued by BSD Ltd was trading at 5% above its par value), whereas some were trading at a discount (e.g. 5.25% coupon bonds issued by API Ltd was trading 2% below its par value).
(a) Hypothesise four (4) reasons for your observations.
(12 marks)
(b) Market data obtained from S&P Capital IQ is shown below:
VMX Ltd has a beta of 1.3 and debt-to-equity ratio of 0.5
Yield on long-term Singapore government bonds = 3%
Yield on AAA-rated corporate bonds = 5%
Bond price issued by VMX Ltd = $1,150 (6% coupon, paid semiannually,
expiring in 8 years)
Inflation rate = 1%
Market risk premium = 6%
Corporate tax rate is 17%.
Solve for VMX’s weighted average cost of capital.
(8 marks)
(c) VMX stock is currently trading at $25.80. Its most recent reported earnings per share was $1.20. Based on guidance provided by anagement at the recent investor’s conference, earnings are expected to grow at 20% per year for the next 3 years, and 3% thereafter. The estimated dividend pay-out ratio is 50% for the next 3 years and 75% thereafter. Verify whether VMX stock is correctly priced by the market.
(8 marks)
(d) The market value of EEL Ltd’s equity is $50 million and it has $5 million debt. Management intends to issue bonds $20 million worth of bonds and use the proceeds to repurchase some outstanding shares.
Examine whether the value of EEL will increase or decrease under the following scenarios: (i) no corporate tax and no bankruptcy costs, (ii) corporate tax rate is 17% and no bankruptcy costs and (iii) corporate tax rate is 17% and with bankruptcy costs.
(10 marks)
Question 2
You have been entrusted with $500,000 to invest. The following information relating to three stocks have been given to you: (Please refer to attachment for the data)
Average returns of long-term corporate bonds and long-term government bonds are 5% and 3%, respectively. Market risk premium is 6% and country risk premium is 2%.
(a) Construct a portfolio that has a beta equal to the market and at least $50,000 must be invested in each stock.
(10 marks)