Problem 1:
A:
Number of bonds = 33,000
FV = $1000, N = 7 years, PMT = $60, RATE = 4%; Compute PV =?
Formula:
PV = PMT [N-year annuity factor] + FV [N-year discount factor]
PV = (PMT/RATE)*[1 – 1/(1 + RATE)^N] + FV/(1 + RATE)^N
PV = $1,120.04
Total market value of bond = 1120.04*33,000 = $36,961,320
B:
EPS = $12, POR = 0.35, ROE = 0.18
Dividend growth rate, g = ROE*(1 – POR) = 0.18*(1 – 0.35) = 0.117
POR = DPS/EPS
Dividend per share, DPS = 0.35*12
Return on stock = DPS / S + g
0.15 = 0.35*12 / S + 0.117
S = 0.35*12 / (0.15 – 0.117) = $127.27 which is stock price.
Total value of stock = 7,000,000*127.27 = $890,909,090.90 without truncation.
C:
Value of bond = $36,961,320.00
Value of stock = $890,909,090.90
Total = 927,870,410.91; PPE = 492,000,000
I guess value of investment opportunity is the amount left after PPE.
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