Step 1: Calcualting the growth
- End of year 1 value = $16434000000
- End of year 2 value = $23601000000
- End of year 3 value = $22680000000
- End of year 4 value = $25785000000
- Year 2 growth = $23601000000 / $16434000000 - 1 = %43.61
- Year 3 growth = $22680000000 / $23601000000 - 1 = %-3.90
- Year 4 growth = $25785000000 / $22680000000 - 1 = %13.69
AAGR(Annula average growth rate): %43.61 + %-3.90+ %13.69 / 3 = %17.80
Step 2: Projecting future revenues and cashflows
Now that we have the avarege growth rate of the past 4 years, we can calculate the revenues for the next 4 year using the growth rate as our multiple.
We calculate the margins between the revenues/netincome and net incomes/free cashflows, and take the minimal margins to calculate the future net incomes and free cash flows.
2025 - Revenue:30426300000. Net Income:1156199400. Free Cash Flow:1177010989.
2026 - Revenue:35903034000. Net Income:1364315292. Free Cash Flow:1388872967.
2027 - Revenue:42365580120. Net Income:1609892044. Free Cash Flow:1638870100.
2028 - Revenue:49991384541.6. Net Income:1899672612. Free Cash Flow:1933866719.
Step 3: Calculate the WACC
Wacc stands for Weighted Avarege Cost of Capital and it presents the company's cost of capital. We use the WACC in our calculation to estimate the Required Rate of Return (RRR).
Wacc formula: WACC = [(E/V) x Re] + [(D/V) x Rd x (1 - Tc)]
E = Market value of the firm’s equity D = Market value of the firm’s debt V = E+D Re = Cost of equity Rd = Cost of debt Tc = Corporate tax rate
The WACC of AMD is 0.13
Step 4: Calculate the terminal value
In order to calculate the terminal value of AMD this formula will be in use:
TV = (FCF x [1 + g]) / (WACC – g)
FCF = free cash flow of the current year g = perpetual growth rate WACC = Weighted Avereg Cost of Capital
The terminal value of AMD is 18036955565
Step 5: Discount future cashflows
For discounting the future cash flows we will use this formula:
DCF = CF1/(1+r)^1 + CF2/(1+r)^2 + CFn/(1+r)^n
Cf1 = The cash flow for year one. CF2 = The cash flow for year two. CFn = The cash flow for additional years. r = The discount rate.
The discounted cash flows of AMD
- 2025 discounted cash flow: 1041602645
- 2026 discounted cash flow: 1085057005
- 2027 discounted cash flow: 1138104236
- 2028 discounted cash flow: 1186421300
- terminal discounted cash flow: 11065616911.042946