Fundamental analysisModule 6, lesson 30 of 48
Weighted average cost of capital (WACC)
How to calculate WACC from the cost of equity and the after-tax cost of debt, when to use it instead of the cost of equity, and why more debt does not always cut it.
In this lesson
- Calculate the after-tax cost of debt.
- Calculate WACC by weighting the costs of equity and debt by their shares of total capital.
- Choose between WACC and the cost of equity depending on the cash flows being valued.
- Explain why adding more debt does not always lower WACC.
Builds on
- Discount rates and the cost of equityThe cost of equity is one of the two ingredients of WACC.
- Debt-to-equity and net debtWACC weights debt and equity, measured as explained there.
On this page
In simple terms
A company is funded by shareholders and lenders, and each expects a return. The weighted average cost of capital (WACC) is the average return the company must earn on its capital to satisfy both, weighted by how much each provides.
WACC = (E ÷ V) × cost of equity + (D ÷ V) × cost of debt × (1 − tax rate)
E = value of equity, D = value of debt, V = E + D
WACC is the discount rate for cash flows that belong to everyone who funded the business, and the benchmark a business's returns on capital must beat to create value, as the ROCE lesson explains.
The after-tax cost of debt
Interest is usually deductible when calculating taxable profit, so each rupee of interest reduces the tax bill. The cost of debt to the company is therefore lower than the interest rate:
after-tax cost of debt = interest rate on debt × (1 − tax rate)
Use the rate the company would pay to borrow today for the long term, not necessarily the rate on old loans. A rough estimate is the interest expense divided by average borrowings, checked against current borrowing costs for similar companies.
A worked example
Worked example: A made-up company's WACC
Tapti Engineering:
| Market value of equity | ₹7,000 crore |
|---|---|
| Debt | ₹3,000 crore |
| Total capital | ₹10,000 crore |
| Cost of equity | 14% |
| Interest rate on debt | 9% |
| Tax rate (assumed) | 25% |
| After-tax cost of debt: 9% × 0.75 | 6.75% |
| WACC: 0.7 × 14% + 0.3 × 6.75% | about 11.8% |
Tapti's business must earn about 11.8% on its capital to satisfy both shareholders and lenders.
Which weights to use
- Market values, not book values, where possible: shareholders' required return applies to what their shares are worth today, not to historical book equity.
- A target or long-run structure, not a temporary one. If a company is about to repay most of its debt, today's weights will not describe its future.
- Consistency with the cash flows. If you include lease liabilities in debt, treat lease payments consistently in the cash flows, as the EV lesson explains.
WACC or cost of equity?
The discount rate must match the cash flows being discounted.
| Cash flow | Belongs to | Discount at | Gives |
|---|---|---|---|
| Free cash flow to the firm (before interest) | Lenders and shareholders | WACC | Enterprise value |
| Free cash flow to equity (after interest and net borrowing) | Shareholders only | Cost of equity | Equity value |
Mixing them, for example discounting cash flow to equity at WACC, produces the wrong answer. The DCF lesson uses free cash flow to the firm and WACC.
Why more cheap debt does not keep lowering WACC
Debt costs less than equity, and it gets a tax deduction. So it seems that replacing equity with debt should always lower WACC. Up to a point it can. But as debt rises:
- Shareholders' risk rises. More of the profit goes to interest first, so equity returns swing more. Shareholders require a higher return.
- Lenders' risk rises. They charge higher interest.
- The risk of financial distress rises, with its own costs: lost customers, lost staff, forced asset sales.
Worked example: WACC at different debt levels
Suppose, for this example, these costs for a made-up company at three funding mixes, with a 25% tax rate.
| Debt share of capital | Cost of equity | Interest rate | WACC |
|---|---|---|---|
| 0% | 13.0% | n/a | 13.0% |
| 30% | 14.5% | 9% | 12.2% |
| 60% | 20.0% | 13% | 13.9% |
Moderate debt lowered WACC slightly. Heavy debt raised it above the all-equity level, because both lenders and shareholders demanded much more.
Common errors
- Using book values of equity that are far from market values.
- Forgetting the tax deduction on interest.
- Using a cost of debt below the risk-free rate, which makes no sense for a company.
- Applying WACC to banks, whose debt is part of operations; value banks on equity cash flows at the cost of equity.
- Mismatching cash flows and rates.
Why it matters
WACC links a company's financing to its valuation and to the returns it must earn. It is the hurdle every investment must clear, and the rate used in most DCF valuations of whole businesses. Small changes in it change valuations a lot, so understanding how it is built, and how uncertain it is, matters.
Limitations
WACC inherits all the uncertainty of the cost of equity, and adds estimates of the cost of debt and the right capital structure. It assumes the funding mix stays roughly constant. The tax rate and borrowing costs used in the examples here are illustrative assumptions, not current figures.
Common mistakes
- Treating WACC as a precise number.
- Assuming more debt always lowers WACC.
- Discounting equity cash flows at WACC, or firm cash flows at the cost of equity.
Try it yourself
- Choose a listed company with some debt.
- Find its market capitalisation and borrowings, and calculate the weights of equity and debt.
- Estimate its cost of equity from the previous lesson, and its cost of debt from interest expense divided by average borrowings.
- Calculate WACC, then recalculate with a cost of equity two points higher. How much does WACC change?
Key takeaways
- WACC is the average return required by all providers of capital, weighting the cost of equity and the after-tax cost of debt by their shares of total capital.
- Interest is usually tax-deductible, so the cost of debt to the company is the interest rate times one minus the tax rate.
- Use WACC to discount free cash flow to the firm, which belongs to lenders and shareholders; use the cost of equity for free cash flow to equity.
- Use market values for the weights where possible, and a target or long-run capital structure rather than a temporary one.
- More debt does not keep lowering WACC. As borrowing rises, both lenders and shareholders demand higher returns, and the risk of distress grows.
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Terms used in this lesson
- WACC
- The average return required by all of a company's providers of capital, weighting the cost of equity and the after-tax cost of debt.
- Cost of equity
- The return shareholders require for owning a company's shares, given the risk, used as the discount rate for equity cash flows.
- Cost of capital
- The return that lenders and shareholders require for providing money to a business, given its risk.
- Debt-to-equity ratio
- Total borrowings divided by shareholders' equity. It shows how much a company relies on lenders compared with its owners' money.
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This lesson is general education, not investment advice. Examples use made-up or clearly dated figures to explain ideas; they are not recommendations. Read the disclaimer.