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Below are the data sources, inputs and calculation used to determine the intrinsic value for Intel.
Data Point | Source | Value |
---|---|---|
Valuation Model | 2 Stage Free Cash Flow to Equity | |
Levered Free Cash Flow | Average of 40 Analyst Estimates (S&P Global) | See below |
Discount Rate (Cost of Equity) | See below | 9.6% |
Perpetual Growth Rate | 5-Year Average of US Long-Term Govt Bond Rate | 2.2% |
An important part of a discounted cash flow is the discount rate, below we explain how it has been calculated.
Data Point | Calculation/ Source | Result |
---|---|---|
Risk-Free Rate | 5-Year Average of US Long-Term Govt Bond Rate | 2.2% |
Equity Risk Premium | S&P Global | 6.0% |
Semiconductor Unlevered Beta | Simply Wall St/ S&P Global | 1.17 |
Re-levered Beta | = 0.33 + [(0.66 * Unlevered beta) * (1 + (1 - tax rate) (Debt/Market Equity))] = 0.33 + [(0.66 * 1.173) * (1 + (1 - 21.0%) (18.30%))] | 1.229 |
Levered Beta | Levered Beta limited to 0.8 to 2.0 (practical range for a stable firm) | 1.229 |
Discount Rate/ Cost of Equity | = Cost of Equity = Risk Free Rate + (Levered Beta * Equity Risk Premium) = 2.22% + (1.229 * 6.01%) | 9.61% |
Discounted Cash Flow Calculation for NasdaqGS:INTC using 2 Stage Free Cash Flow to Equity
The calculations below outline how an intrinsic value for Intel is arrived at by discounting future cash flows to their present value using the 2 stage method. We use analyst's estimates of cash flows going forward 5 years for the 1st stage, the 2nd stage assumes the company grows at a stable rate into perpetuity.
Levered FCF (USD, Millions) | Source | Present Value Discounted (@ 9.61%) | |
---|---|---|---|
2021 | 16,062.7 | Analyst x10 | 14,654.73 |
2022 | 20,244.33 | Analyst x3 | 16,850.86 |
2023 | 23,409 | Analyst x1 | 17,777.09 |
2024 | 25,068 | Analyst x1 | 17,368.28 |
2025 | 26,337.55 | Est @ 5.06% | 16,648.37 |
2026 | 27,446.65 | Est @ 4.21% | 15,828.69 |
2027 | 28,438.51 | Est @ 3.61% | 14,963.11 |
2028 | 29,347.3 | Est @ 3.2% | 14,087.78 |
2029 | 30,199.23 | Est @ 2.9% | 13,226.03 |
2030 | 31,014.03 | Est @ 2.7% | 12,392.28 |
Present value of next 5 years cash flows | $153,797 |
Calculation | Result | |
---|---|---|
Terminal Value | FCF2030 × (1 + g) ÷ (Discount Rate – g) = $31,014.029 x (1 + 2.22%) ÷ (9.61% - 2.22% ) | $429,131.19 |
Present Value of Terminal Value | = Terminal Value ÷ (1 + r)10 $429,131 ÷ (1 + 9.61%)10 | $171,467.97 |
Calculation | Result | |
---|---|---|
Total Equity Value | = Present value of next 10 years cash flows + Terminal Value = $153,797 + $171,468 | $325,264.97 |
Equity Value per Share (USD) | = Total value / Shares Outstanding = $325,265 / 4,253 | $76.48 |
Calculation | Result | |
---|---|---|
Value per share (USD) | From above. | $76.48 |
Current discount | Discount to share price of $49.28 = ($76.48 - $49.28) / $76.48 | 35.6% |
Learn more about our DCF calculations in Simply Wall St’s analysis model.
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