<\/span><\/h2>\nThe terminal value growth rate is typically determined using either the Gordon growth model or other industry-specific methods. The Gordon growth model, also known as the dividend discount model, estimates the value of the perpetuity of future cash flows by dividing the expected cash flow in the next period by the difference between the discount rate and the growth rate. The formula for the Gordon growth model is as follows:<\/p>\n
Terminal Value = Cash Flow in Period T+1 * (1 + Terminal Growth Rate) \/ (Discount Rate – Terminal Growth Rate)<\/b><\/p>\n
The terminal value growth rate can be found using the following steps:<\/b><\/p>\n
1. Forecast the cash flow in the next period (T+1): Begin by estimating the expected cash flow of the company in the year immediately following the forecast period. This can be done by considering factors such as historical growth rates, industry trends, and future growth prospects.<\/p>\n
2. Determine the discount rate: The discount rate should reflect the risk associated with the investment or company being evaluated. It is typically determined using cost of equity or weighted average cost of capital (WACC) methods.<\/p>\n
3. Estimate the terminal growth rate: Research and analyze industry data, market conditions, and economic indicators to determine a reasonable estimate for the terminal growth rate. This rate should reflect the long-term growth prospects of the company and the industry it operates in.<\/p>\n
4. Calculate the terminal value: Apply the formula mentioned above to calculate the terminal value by plugging in the values for the cash flow in period T+1, terminal growth rate, and discount rate.<\/p>\n
5. Incorporate the terminal value into the valuation: Once the terminal value is calculated, it needs to be discounted back to the present value by applying an appropriate discount rate. This involves discounting the terminal value and adding it to the present value of the cash flows during the forecast period.<\/p>\n