BD Industrial is preparing for restructuring, and its free cash flows are expected to vary for a short period. However, the FCF is expected to be $85.00 million in Year 5, and the FCF growth rate is expected to be a constant 6.5% beyond that point. The weighted average cost of capital is 12.0%. What is the horizon (or continuing) value (in millions) at t = 5?
a. $1,432 b. $1,646 c. $1,234 d. $1,662 e. $2,041
The horizon value is computed as shown below:
= FCF in year 5 (1 + growth rate) / ( WACC - growth rate)
= $ 85 million (1 + 0.065) / (0.12 - 0.065)
= $ 90.525 million / 0.055
= $ 1,646 million Approximately
So, the correct answer is option b.
Feel free to ask in case of any query relating to this question
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Horizon Value of Free Cash Flows Current and projected free cash
flows for Radell Global Operations are shown below.
Growth is expected to be constant after 2018, and the weighted
average cost of capital is 11.25%. What is the horizon (continuing)
value at 2019 if growth from 2018 remains constant? Round your
answer to the nearest dollar. Do not round intermediate
calculations.
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