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Tema [17]
2 years ago
13

Michonne Corp.'s Free Cash Flow (FCF) for the most recent year (year 0) is $730 (million). FCF is expected to grow by 14% next y

ear (1 year from now), by 10% the year after that (2 years from now), and by 5% per year thereafter. Michonne's WACC is estimated at 8%. The estimated Enterprise Value (Value of Operations) for Michonne is $____________(million).
Business
1 answer:
kipiarov [429]2 years ago
8 0

Answer:

enterprise value = $29,024.26 million

Explanation:

first we must calculate the terminal value in year 2:

terminal value = FCF₃ / (WACC - g)

  • FCF₃ = $730 x 1.14 x 1.1 x 1.05 = $961.191
  • WACC = 8%
  • g = 5%

terminal value = $961.191 / (8% - 5%) = $32,039.70

enterprise value = $832.2/1.08 + $915.42/1.08² + $32,039.70/1.08² = $770.556 + $784.825 + $27,468.879 = $29,024.26 million

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Why does a minimum wage exist?
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Ivan

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3 years ago
Quantitative Problem 2: Hadley Inc. forecasts the year-end free cash flows (in millions) shown below.
Katarina [22]

The stock price is mathematically given as

P=$57.64

<h3>What is the stock price?</h3>

Generally, the equation for is Value after year  mathematically given as

V=\frac{(FCF for year 5*Growth rate)}{(WACC-Growth rate)}\\\\V = \frac{(55.4*1.05)}{(0.09-0.05)}

V= $1454.25

Hence, the current value is mathematically given as

I=Discounting factor equal to the future cash flows multiplied by their present value

I=\frac{-22.76}{1.09} + \frac{38.8}{1.09^2}+ \frac{43.4}{1.09^3}+\frac{52.3}{1.09^4}+\frac{55.4}{1.09^5}+\frac{1454.25}{1.09^5}

I=$1063.508769

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In conclusion, the stock price is

P=(1037.508769/18)

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Read more about the stock price

brainly.com/question/15021152

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