Answer:
d. $2,676
Explanation:
The computation of the horizontal value is shown below:
FCF1 = (100 × 1.06) = 106
FCF2 = (106 × 1.06) = 112.36
FCF3 = (112.36 × 1.06) = 119.1016
FCF4 = (119.1016 × 1.06) = 126.247696
FCF5 = (126.247696 × 1.06) = 133.8225578
Now
Horizon value is
= FCF5 ÷ (Cost of capital - Growth rate)
= 133.8225578 ÷ (0.08 - 0.03)
= $2,676
Hence, the correct option is d.
Answer:
Price =[PVF15%,1*D1]+[PVF15%,2*D2]+[PVF15%,3*D3]+[PVF15%,4*D4]+[PVF15%,4*Terminal value at year4 ]
60 = [.86957* 1.3]+[.75614*1.69]+[.65752*2.197]+[.57175*2.8561]+[.57175*TV]
= 1.1304+ 1.2779+ 1.4446+ 1.6330+ .57175TV
60 = 5.4859+.57175TV
Terminal value = [60-5.4859]/.57175
= 54.5141/.57175
= $ 95.3460
Terminal value=D4(1+g)/(Rs-g)
95.3460 =2.8561(1+g)/(.15-g)
95.3460(.15-g)= 2.8561-2.8561g
14.3019- 95.3460g = 2.8561-2.8561g
95.3460g-2.8561g = 14.3019-2.8561
92.4899 g = 11.4458
g = 11.4458/92.4899
= .1238 or 12.38%
Growth after year4 = 12.38%
**D1 =1(1+.30)=1.3
D2 =1.3(1+.3)=1.69
D3 = 1.69(1+.3)= 2.197
D4= 2.197(1+.3)= 2.8561
Answer:
r = 11.5%
Explanation:
Given data:
invested amount $20,000
withrawl amount after 5 year is $5000
Amount at the end of 10th yr is $50,000
present value is given as

where
A - amount after given n year


Let 
squaring on both side




solving for t we get
t = 1.711
so, 
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