Answer:
1. Current bonds price = $81.86.
2. Yield to maturity = 22.16%.
3. 3. Expected Return = 7.5%.
Explanation:
Required Rate = Rf + beta*MRP
= 5% + 0.25*(15% - 5%)
= 5% +0.25*10%
= 5% + 2.5% = 7.5%
Required Rate = 7.5%
Expected Future Value = 70% x $100 + 30% x $60
= (0.7*$100) + (0.3*$60)
= $(70+18) = $88
Expected Future Value = $88
1. Current bonds price = 88/1.075 = $81.86
2. Yield to maturity = 100/81.86 - 1 = 1.22159785-1 = 0.22159785 = 22.159785% = 22.16%
3. Expected Return = 7.5%
Answer: Price after 1 year = $24.83
Explanation:
Return = [D1/P0 ]+ g
= [(3*1.08)/23] + 0.08
= 22.09%
We assume the return is same for next year as well.
Thus,
r = [D2/P1] + g
22.09% = (3*1.082/P1) + 8%
P1 = $24.83
<u>Thus, price after 1 year is $24.83</u>
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Demand.
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