How to Calculate Terminal Value in a DCF Analysis
The choice of which method to use to calculate terminal value depends partly on whether an investor wants to obtain a relatively more optimistic estimate or a relatively more conservative estimate. Terminal value accounts for a significant portion of the total value of a business in a DCF model because it represents the value of all future cash flows beyond the projection period. The assumptions made about terminal value can significantly impact the overall valuation of a business. The Free Cash flows of the Target Year are multiplied by (1 + Terminal Growth Rate) to arrive at the first year post the forecast period. This value is then divided what is terminal value by the Weighted Average Cost of Capital (WACC), less the Terminal Growth Rate (Cost of Capital – Terminal Growth Rate). Terminal Value is an important concept in estimating Discounted Cash Flow as it accounts for more than 60% – 80% of the total company’s worth. Special attention should be given to assuming the growth rates, discount rate, and multiples like PE, Price to book, PEG ratio, EV/EBITDA, EV/EBIT, etc. Considering the implied multiple from our perpetuity approach calculation based on a 2.5% long-term growth rate was 8.2x, the exit multiple assumption should be around that range. For example, if the implied perpetuity growth rate based on the exit multiple approach seems excessively low or high, it may be an indication that the assumptions might require adjusting. Terminal value recognizes the problems with traditional forecasts and attempts to identify future value based on trends rather than discrete variables. In our final section, we’ll perform “sanity checks” on our calculations to determine whether our assumptions were reasonable or not. By multiplying the $60mm in terminal year EBITDA by the comps-derived exit multiple assumption of 8.0x, we get $480mm as the TV in Year 5. Upon dividing the $37mm by the denominator consisting of the discount rate of 10% minus the 2.5%, we get $492mm as the terminal value (TV) in Year 5. So, maybe 8.8% – 9.4%, but we want to make it a bit wider than that to span at least ~2%. In this case, the DCF shows a premium of nearly 150%, which indicates that the company may have been dramatically undervalued by the public markets as of the time of this case study. You tweak these assumptions until you get something reasonable for the Terminal FCF Growth Rate and the Terminal Multiple (or just one of them if you’re calculating Terminal Value using only one method). For example, if long-term GDP growth is expected to be 2-3%, you might pick 1-2% for the Terminal FCF Growth Rate. But to calculate it, you need to get the company’s first Cash Flow in the Terminal Period, and its Cash Flow Growth Rate and Discount Rate in that Terminal Period as well. However, the calculated terminal value (TV) is as of Year 5, while the DCF valuation is based on the value on the present date. Investment banks often employ this valuation method but some detractors hesitate to use intrinsic and relative valuation techniques simultaneously. Discounting is necessary because the time value of money creates a discrepancy between the current and future values of a given sum of money. Andy Smith is a Certified Financial Planner (CFP®), licensed realtor and educator with over 35 years of diverse financial management experience. He is an expert on personal finance, corporate finance and real estate and has assisted thousands of clients in meeting their financial goals over his career. When your equity value falls to zero, any remaining liabilities would then get sorted out during a bankruptcy proceeding. As was already established, the perpetual growth model is constrained by the challenge of forecasting an exact growth rate. Furthermore, the equation’s assumptions might introduce errors that affect the computed DCF terminal value. On the other hand, the dynamic character of multiples limits the exit of multiple techniques since they alter with time. There is no need to employ the perpetual growth model if investors believe that the operational window is limited. DCF Terminal Value Formula DCF analysis aims to determine a company’s net present value (NPV) by estimating the company’s future free cash flows. The projection of free cash flows is done first for a given forecast period, such as five or 10 years. This part of DCF analysis is more likely to render a reasonably accurate estimate, since it is obviously easier to project a company’s growth rate and revenues for the next five years than it is for the next 15 or 20 years. The Perpetuity Growth Model has several inherent characteristics that make it intellectually challenging. Because both the discount rate and growth rate are assumptions, inaccuracies in one or both inputs can provide an improper value. Also, the perpetuity growth rate assumes that free cash flow will continue to grow at a constant rate into perpetuity. Exit Multiple Method In this section, we will explain how to calculate the WACC and the terminal value factor, and how they affect the valuation of a company. A large amount of a company’s overall worth in a DCF model is represented by terminal value, which is the value of all future cash flows that will occur beyond the projection period. For example, if the metals and mining sector is trading at eight times the EV/EBITDA multiple, then the company’s TV implied using this method would be 8 x the EBITDA of the company. The terminal value formula using the exit multiple method is the most recent metric such as sales and EBITDA multiplied by the decided-upon multiple which is usually an average of recent exit multiples for other transactions. Terminal Value is a fundamental concept in Discounted Cash Flows, accounting for more than 60%-80% of the firm’s total valuation. For example, this information does little for a passive index investor because that style of investing doesn’t rely on individual investment valuations. The Cost of Debt during the Terminal Period should be
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