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Corporate Finance

Cost of capital and WACC

Estimate the return a company must earn on its capital, then use it as the hurdle rate for investment decisions.

9 min readUpdated

Capital is not free

A company raises money from two broad sources: shareholders, who expect a return for the risk they carry, and lenders, who charge interest. The weighted average cost of capital (WACC) blends those two costs into a single rate.

WACC is the minimum return a company must earn on its existing assets to satisfy everyone who funded them. It is also the discount rate used in valuation and the hurdle rate used to accept or reject projects of average risk.

The logic is opportunity cost. If a project cannot beat what investors could earn elsewhere at similar risk, it destroys value even when its accounting profit looks positive.

Key points

  • Equity is more expensive than debt because shareholders are paid last.
  • Interest is tax-deductible, so debt's effective cost is lower than its interest rate.
  • WACC is a blended, after-tax, market-value-weighted rate.

Building the rate piece by piece

Cost of equity (CAPM)

Re = Rf + β × (Rm − Rf)

The return shareholders require, built from the risk-free rate plus a premium for market risk.

Rf
Risk-free rate
β
Sensitivity of the shares to the market
Rm
Expected market return
After-tax cost of debt

Rd (after tax) = Rd × (1 − t)

The interest rate reduced by the tax shield on interest.

Capital weights

E/V and D/V, where V = E + D

Market values, not book values, drive the weights.

Weighted average cost of capital

WACC = (E/V) × Re + (D/V) × Rd × (1 − t)

The blended after-tax cost of all capital.

The market risk premium is Rm − Rf. Beta scales that premium up or down for the specific shares: a beta above one means the shares amplify market moves.

Nova Manufacturing's cost of capital

Nova has a market value of equity of ৳6,200,000 and debt of ৳3,300,000, so total capital is ৳9,500,000. Equity is 65.26% of capital and debt is 34.74%.

With a risk-free rate of 6%, a beta of 1.15, and an expected market return of 12%, the cost of equity is 6% + 1.15 × (12% − 6%) = 12.9%. The pre-tax cost of debt is 9.5%; at a 25% tax rate its after-tax cost is 9.5% × 0.75 = 7.125%.

WACC = 0.6526 × 12.9% + 0.3474 × 7.125% = 10.89%. Any average-risk project must clear 10.89% to add value.

Key points

  • Cost of equity: 12.9%. After-tax cost of debt: 7.125%.
  • WACC: 10.89%.
  • Debt is cheaper even before tax, and the tax shield widens the gap.

Using WACC well

WACC is only correct for projects of average risk. A riskier division or a start-up venture needs a higher rate; a safer, contracted project can use a lower one. Applying the group WACC to everything quietly overvalues risky projects and undervalues safe ones.

Use marginal WACC, not historical. The question is what the next taka of capital costs today, at today's market values and rates, not what the last raise cost.

More debt lowers WACC at first because debt is cheap and tax-advantaged. Beyond a point, lenders demand a higher rate and shareholders demand more for financial risk, so WACC turns upward. The minimum is a range, not a precise point.

Key points

  • Match the discount rate to the project's risk, not the company's average.
  • Use market values and current rates for the weights.
  • There is a debt level beyond which WACC rises again.

Take it into the Lab

Experiment with the same idea.

The Lab turns this topic into a workspace: change the drivers, watch the statements move, and see the consequence before you commit to a decision.

Sources & further reading

OpenStax · Principles of Finance, Chapter on Cost of Capital ↗

Educational sample content. Worked examples use hypothetical figures. Dates refer to the note's latest content update.

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