How to Calculate WACC Step-by-Step
    Valuation
    Technical

    How to Calculate WACC Step-by-Step

    Published December 5, 2025
    14 min read
    By IB IQ Team

    What is WACC and Why Does It Matter?

    The Weighted Average Cost of Capital (WACC) represents a company's blended cost of financing across all capital sources. It combines the cost of equity (what shareholders require as returns) and the cost of debt (what lenders charge for borrowing) into a single rate that reflects the company's overall cost of capital.

    WACC serves as the discount rate in DCF valuations, making it one of the most important calculations in corporate finance. When you discount future cash flows to present value, you're asking: what return must this investment generate to satisfy all capital providers? WACC answers that question by weighting each capital source according to its proportion of total financing.

    Understanding WACC calculation is essential for investment banking interviews, where questions about cost of capital appear frequently. Beyond interviews, WACC drives real business decisions about capital allocation, project evaluation, and company valuation. A seemingly small change in WACC assumptions can shift enterprise value by hundreds of millions of dollars.

    This guide walks through WACC calculation step-by-step, covering each component in detail with formulas, practical examples, and common interview applications.

    The WACC Formula

    The complete WACC formula combines the weighted costs of equity and debt:

    WACC=EV×Re+DV×Rd×(1T)WACC = \frac{E}{V} \times R_e + \frac{D}{V} \times R_d \times (1 - T)

    Where:

    • EE = Market value of equity
    • DD = Market value of debt
    • VV = Total capital (E+DE + D)
    • ReR_e = Cost of equity
    • RdR_d = Cost of debt
    • TT = Corporate tax rate

    The formula shows that WACC is simply the weighted average of two costs: the cost of equity (weighted by equity's share of total capital) and the after-tax cost of debt (weighted by debt's share of total capital).

    The after-tax adjustment for debt reflects the tax shield from interest expense. Since interest payments are tax-deductible, the effective cost of debt is lower than the stated interest rate. A company paying 6% interest with a 25% tax rate has an after-tax cost of debt of only 4.5%.

    Let's examine each component in detail.

    Step 1: Calculate the Cost of Equity

    The cost of equity represents the return shareholders require to invest in the company's stock. Unlike debt, where the cost is explicitly stated in loan agreements, cost of equity must be estimated using models that relate expected returns to risk.

    The Capital Asset Pricing Model (CAPM)

    The most common approach for calculating cost of equity is the Capital Asset Pricing Model (CAPM):

    Re=Rf+β×(RmRf)R_e = R_f + \beta \times (R_m - R_f)

    Where:

    • RfR_f = Risk-free rate
    • β\beta = Beta (systematic risk measure)
    • RmR_m = Expected market return
    • (RmRf)(R_m - R_f) = Equity risk premium (ERP)

    CAPM states that investors require compensation for two things: the time value of money (captured by the risk-free rate) and systematic risk (captured by beta multiplied by the equity risk premium). Let's examine each input.

    Risk-Free Rate (RfR_f)

    The risk-free rate represents the return on a theoretically riskless investment. In practice, analysts typically use:

    • 10-year U.S. Treasury yield for most valuations
    • 20-year or 30-year Treasury yields for longer-duration analyses
    • Local government bond yields for non-U.S. companies

    As of late 2024, the 10-year Treasury yield hovers around 4.0-4.5%, though this fluctuates with monetary policy and economic conditions.

    Important consideration: Match the risk-free rate duration to your projection period. If you're building a 10-year DCF, using the 10-year Treasury makes sense. For perpetuity calculations, longer-duration bonds may be more appropriate.

    Beta (β\beta)

    Beta measures a stock's sensitivity to overall market movements. A beta of 1.0 means the stock moves in line with the market; beta above 1.0 indicates higher volatility; beta below 1.0 indicates lower volatility.

    How to find beta:

    • Published sources: Bloomberg, Capital IQ, Yahoo Finance, and other platforms report historical betas
    • Regression analysis: Calculate beta by regressing stock returns against market returns over 2-5 years
    • Industry comparables: Use median beta from comparable public companies

    Levered vs. unlevered beta:

    Published betas are levered betas that reflect both business risk and financial risk from the company's capital structure. When using comparable company betas, analysts often:

    1. Unlever comparable betas to remove capital structure effects:

    βunlevered=βlevered1+(1T)×DE\beta_{unlevered} = \frac{\beta_{levered}}{1 + (1-T) \times \frac{D}{E}}

    2. Re-lever to the target company's capital structure:

    βlevered=βunlevered×(1+(1T)×DE)\beta_{levered} = \beta_{unlevered} \times \left(1 + (1-T) \times \frac{D}{E}\right)

    This process ensures beta reflects the target company's specific capital structure rather than the comparable company's.

    Equity Risk Premium (ERP)

    The equity risk premium represents the excess return investors expect from stocks over risk-free investments. It compensates for the additional risk of equity investing.

    Common ERP estimates:

    • Historical approach: ~5-6% based on long-term stock market outperformance over bonds
    • Survey-based: ~5-6% based on investor and analyst surveys
    • Implied from market: ~4-6% derived from current market valuations and expected growth

    Most practitioners use an ERP of 5-6% for U.S. companies. Some analysts add country-specific risk premiums for emerging market companies.

    Cost of Equity Example

    Let's calculate cost of equity for a hypothetical company:

    Given:

    • Risk-free rate: 4.2% (10-year Treasury)
    • Beta: 1.15
    • Equity risk premium: 5.5%

    Calculation:

    Re=4.2%+1.15×5.5%=4.2%+6.325%=10.525%R_e = 4.2\% + 1.15 \times 5.5\% = 4.2\% + 6.325\% = 10.525\%

    The cost of equity is approximately 10.5%. This means shareholders expect a 10.5% return to compensate for the time value of money and the company's systematic risk.

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    Step 2: Calculate the Cost of Debt

    The cost of debt represents the effective interest rate a company pays on its borrowings. Unlike cost of equity, cost of debt is more directly observable from market rates and loan terms.

    Methods for Calculating Cost of Debt

    Method 1: Yield to Maturity (YTM) on Existing Bonds

    For companies with publicly traded bonds, use the current yield to maturity as the cost of debt. This reflects the market's current required return for lending to the company.

    If the company has multiple bond issues, calculate a weighted average YTM based on each bond's principal amount.

    Method 2: Credit Spread Approach

    Add the company's credit spread to the risk-free rate:

    Rd=Rf+Credit SpreadR_d = R_f + \text{Credit Spread}

    Credit spreads vary by credit rating:

    • AAA-rated: ~0.5-1.0% spread
    • BBB-rated: ~1.5-2.5% spread
    • BB-rated (high yield): ~3.0-5.0% spread
    • B-rated: ~5.0-7.0%+ spread

    If a company is BBB-rated and the risk-free rate is 4.2%, the cost of debt might be approximately 4.2% + 2.0% = 6.2%.

    Method 3: Average Interest Rate

    For private companies without traded debt, calculate the implied interest rate from financial statements:

    Rd=Interest ExpenseAverage Total DebtR_d = \frac{\text{Interest Expense}}{\text{Average Total Debt}}

    This approach uses historical interest payments as a proxy for the current cost of debt.

    The Tax Shield

    Because interest expense is tax-deductible, the after-tax cost of debt is lower than the stated interest rate:

    After-tax Cost of Debt=Rd×(1T)\text{After-tax Cost of Debt} = R_d \times (1 - T)

    This tax deductibility is called the interest tax shield and is a key advantage of debt financing. The government effectively subsidizes a portion of interest costs through tax savings.

    Cost of Debt Example

    Given:

    • Pre-tax cost of debt: 6.0%
    • Corporate tax rate: 25%

    Calculation:

    After-tax Cost of Debt=6.0%×(10.25)=6.0%×0.75=4.5%\text{After-tax Cost of Debt} = 6.0\% \times (1 - 0.25) = 6.0\% \times 0.75 = 4.5\%

    The after-tax cost of debt is 4.5%, significantly lower than the 6.0% pre-tax rate. This illustrates why debt is often called "cheaper" than equity, though debt also comes with mandatory repayment obligations and bankruptcy risk.

    Step 3: Determine Capital Structure Weights

    WACC weights the cost of equity and cost of debt according to their proportions of total capital. The key question is: what values should we use for equity and debt?

    Market Values vs. Book Values

    Best practice: Use market values.

    WACC should reflect the current cost of raising capital, which is best captured by market values:

    • Equity market value: Share price × shares outstanding (market capitalization)
    • Debt market value: Trading price of bonds, or book value as an approximation if debt isn't publicly traded

    Book values reflect historical costs, not current economic reality. A company's stock may have appreciated significantly since shares were issued, making book equity far below market equity.

    Finding Market Values

    Market value of equity: Simply calculate market capitalization: current stock price multiplied by fully diluted shares outstanding.

    Market value of debt: For public companies with traded bonds, use bond prices to calculate market value. For companies without traded debt, book value of debt is often used as an approximation since debt values typically trade close to par unless the company is distressed.

    Target Capital Structure

    Some analysts use a target capital structure instead of current capital structure, particularly when:

    • The company is undergoing significant financing changes
    • The current structure is temporary or abnormal
    • Industry norms differ substantially from the company's current mix

    Using the target structure reflects the expected long-term financing mix rather than today's potentially temporary situation.

    Capital Structure Example

    Given:

    • Market value of equity: $800 million
    • Market value of debt: $200 million
    • Total capital: $1 billion

    Calculations:

    EV=8001000=80%\frac{E}{V} = \frac{800}{1000} = 80\%
    DV=2001000=20%\frac{D}{V} = \frac{200}{1000} = 20\%

    The company's capital structure is 80% equity and 20% debt.

    Step 4: Combine Components into WACC

    Now we have all components needed for the final WACC calculation.

    Complete WACC Example

    Given:

    • Cost of equity (ReR_e): 10.5%
    • Pre-tax cost of debt (RdR_d): 6.0%
    • Tax rate (TT): 25%
    • Equity weight (E/VE/V): 80%
    • Debt weight (D/VD/V): 20%

    Calculation:

    WACC=(0.80×10.5%)+(0.20×6.0%×(10.25))WACC = (0.80 \times 10.5\%) + (0.20 \times 6.0\% \times (1 - 0.25))
    WACC=8.4%+(0.20×6.0%×0.75)WACC = 8.4\% + (0.20 \times 6.0\% \times 0.75)
    WACC=8.4%+0.9%=9.3%WACC = 8.4\% + 0.9\% = 9.3\%

    The company's WACC is 9.3%. This becomes the discount rate for DCF valuations, representing the minimum return the company must earn to satisfy all capital providers.

    Sensitivity Analysis

    Small changes in WACC assumptions significantly impact valuations. Consider how changing key inputs affects our example:

    If beta increases from 1.15 to 1.30:

    • New cost of equity: 4.2% + (1.30 × 5.5%) = 11.35%
    • New WACC: (0.80 × 11.35%) + (0.20 × 4.5%) = 9.98%
    • WACC increases by 0.68 percentage points

    If debt weight increases from 20% to 35%:

    • New WACC: (0.65 × 10.5%) + (0.35 × 4.5%) = 8.40%
    • WACC decreases by 0.90 percentage points

    Higher debt generally lowers WACC because debt is cheaper than equity (after-tax cost is lower). However, excessive debt increases bankruptcy risk, which eventually raises both debt and equity costs.

    This interplay is why understanding enterprise value versus equity value matters, as capital structure affects both WACC and the bridge between these values.

    Common Mistakes and Pitfalls

    Using Book Values Instead of Market Values

    Book values reflect historical costs, not current market conditions. Using book equity when market capitalization is much higher underweights equity and produces an artificially low WACC. Always prefer market values unless data isn't available.

    Forgetting the Tax Shield

    A common error is using the pre-tax cost of debt instead of the after-tax cost. Remember to multiply debt cost by (1 - tax rate) to capture the interest tax shield.

    Mismatching Time Periods

    Ensure consistency across inputs:

    • Risk-free rate should match projection duration
    • Beta should use an appropriate historical period (typically 2-5 years)
    • Capital structure should be current or target, applied consistently

    Using Inappropriate Beta

    Published betas can be noisy or reflect outdated capital structures. Consider using industry median unlevered beta re-levered to the target company's capital structure for more stable estimates.

    Ignoring Country Risk

    For companies operating in emerging markets, the standard CAPM may underestimate required returns. Consider adding a country risk premium to the cost of equity calculation for companies with significant emerging market exposure.

    WACC in DCF Valuation

    WACC serves as the discount rate for unlevered free cash flows in DCF models. The relationship works because:

    1. Unlevered free cash flow represents cash available to all capital providers (both debt and equity holders) 2. WACC represents the blended required return for all capital providers 3. Discounting unlevered FCF at WACC gives enterprise value, which represents the value of the entire firm

    Understanding how WACC fits into the complete DCF framework is essential for both interviews and practical valuation work.

    Terminal Value Sensitivity

    WACC significantly impacts terminal value calculations, which often represent 60-80% of total DCF value. Small WACC changes compound dramatically in perpetuity calculations:

    Terminal Value=FCFterminal×(1+g)WACCg\text{Terminal Value} = \frac{\text{FCF}_{terminal} \times (1 + g)}{WACC - g}

    A 0.5% change in WACC might shift terminal value by 10-15%, making WACC assumptions critically important for any DCF analysis.

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    Interview Questions About WACC

    WACC appears frequently in investment banking interviews. Here are common questions and strong answer approaches.

    "Walk me through how you calculate WACC"

    Start with the formula, then explain each component:

    "WACC equals the weighted average of cost of equity and after-tax cost of debt. For cost of equity, I use CAPM: risk-free rate plus beta times equity risk premium. For cost of debt, I use the yield on existing debt or risk-free rate plus credit spread, then multiply by one minus the tax rate to capture the interest tax shield. I weight each by the proportion of total capital using market values."

    "Why do we use after-tax cost of debt?"

    "Interest expense is tax-deductible, so the government effectively subsidizes part of the interest cost. A company paying 6% interest with a 25% tax rate only pays an effective 4.5% because the interest reduces taxable income. We use after-tax cost to reflect the true economic cost of debt financing."

    "What happens to WACC if a company takes on more debt?"

    "Initially, WACC typically decreases because debt is cheaper than equity after the tax shield. However, as leverage increases, both debt and equity become riskier. Cost of debt rises as credit quality deteriorates, and cost of equity rises as beta increases with financial risk. Eventually, WACC reaches a minimum and then increases with additional leverage. The optimal capital structure balances tax benefits against increased financial distress costs."

    "Why do we use market values for WACC weights?"

    "Market values reflect current economic reality and what it would cost to raise capital today. Book values reflect historical costs that may be outdated. If a stock has tripled since issuance, book equity dramatically understates the current value of equity financing. WACC should capture current costs, requiring market values."

    "How does WACC relate to DCF?"

    "WACC is the discount rate for unlevered free cash flows in a DCF. Since unlevered FCF represents cash available to all capital providers, we discount at the blended rate representing all providers' required returns. This produces enterprise value. We then subtract net debt to get equity value."

    Key Takeaways

    • WACC represents the blended cost of capital across equity and debt, weighted by their proportions of total financing
    • The formula is: WACC=EV×Re+DV×Rd×(1T)WACC = \frac{E}{V} \times R_e + \frac{D}{V} \times R_d \times (1 - T)
    • Cost of equity is calculated using CAPM: risk-free rate plus beta times equity risk premium
    • Cost of debt uses yield to maturity, credit spread approach, or average interest rate, then adjusts for the tax shield by multiplying by (1T)(1 - T)
    • Use market values for capital structure weights, not book values
    • Beta adjustments (unlevering and re-levering) ensure comparability across companies with different capital structures
    • WACC serves as the discount rate in DCF valuation for unlevered free cash flows
    • Small WACC changes have large valuation impacts, especially on terminal value calculations
    • Understanding WACC thoroughly is essential for investment banking interviews and practical valuation work

    Conclusion

    WACC calculation involves combining several inputs into a single rate that represents what a company must earn to satisfy all capital providers. While the mechanics are straightforward, judgment calls about risk-free rates, beta estimation, equity risk premiums, and capital structure require careful consideration.

    For interviews, ensure you can explain the formula, walk through each component, and discuss how changes in inputs affect WACC. Interviewers test not just memorization but understanding of why each element exists and how they interact.

    In practice, WACC assumptions drive major valuation conclusions. A rigorous approach to each input, sensitivity analysis around key assumptions, and clear documentation of methodological choices separate professional analysis from mechanical calculation. Master these concepts, and you'll have a strong foundation for both technical interviews and real-world valuation work.

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