
Answer: $2,584,798.06
Explanation:
We'll calculate the expected free cash flow(FCF) from year 1-5 and this will be:
FCF1 = Expected EBIT × (1 - tax rate) + Expected Depreciation - Expected Increase in net working capital (NWC) - Expected Capital Spending
FCF1 = $184,000 × (1 - 21%) + $11,000 - $1,500 - $13,000
FCF1 = $184,000 × (1 - 0.21) + $11,000 - $1,500 - $13,000 = $141,860
Since the growth rate is 6% for next 3 years and then there'll be a constant growth rate (g) of 2.50% thereafter. Then the expected free cash flow will be:
FCF2 = $141,860.00 × (1 + 6%) = $150,371.60
FCF3 = $150,371.60 × (1 + 6%) = $159,393.90
FCF4 = $159,393.90 × (1 + 6%) = $168,957.53
FCF5 = $168,957.53 × (1 + 2.5%) = $173,181.47
Then we'll calculate the terminal value at the end of Year 4 which will be:
= FCF5 / (WACC - g)
= 173,181.47 / (9.2% - 2.5%)
= 173,181.47 / (0.0920 - 0.0250)
= 173,181.47 / 0.0670
= $2,584,798.06
Therefore, the terminal value of the company’s cash flows is $2,584,798.06