A company's free cash flow was just FCF0 = $1.50 million. The weighted average cost of capital is WACC = 10.1%, and the constant growth rate is g = 4.0%. What is the current value of operations?a. $23.11 millionb. $23.70 millionc. $24.31 milliond. $24.93 millione. $25.57 million

Respuesta :

Answer:

current value = $25.5738 Million

so correct option is e. $25.57 million

Explanation:

given data

free cash flow FCF0 = $1.50 million

weighted average cost of capital WACC = 10.1 %

constant growth rate g = 4.0%

to find out

current value of operations

solution

we apply here formula for current value that is express as

current value = [tex]\frac{FCFO(1+G)}{WACC-G}[/tex]   ..................1

put here value we get

current value = [tex]\frac{FCFO(1+G)}{WACC-G}[/tex]  

current value = [tex]\frac{1.50 (1 + 0.04)}{(0.101 - 0.04)}[/tex]  

current value =  [tex]\frac{1.50*1.04}{0.061}[/tex]  

current value = $25.5738 Million

so correct option is e. $25.57 million

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