After-tax cost of debt calculator

Measure the effective cost of borrowing after the tax benefit of deductible interest. See the tax shield, annual interest cost, and sensitivity to the tax rate in real time.

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After-tax cost of debt
—
effective borrowing rate
Annual interest
—
before tax benefit
Annual tax shield
—
interest × tax rate

Where the annual interest goes

Live split between net interest cost and the modeled tax shield
Live
Net interest + tax shield = gross interestUpdates with debt, rate & tax

Borrowing rate → after-tax cost

How the effective cost changes as the pre-tax debt rate moves
Live
Current tax rate held constantLive financing curve
LIVE SCENARIO INTELLIGENCE

What the after-tax rate is really telling you

Updates live
Tax benefit — percentage-point reduction
Effective discount — of gross interest cost
Net annual cost — interest after modeled tax shield
Tax-rate sensitivity — after-tax Kd at +5 pts tax

Debt cost sensitivity table

Scenario range
Tax rateBefore-tax costTax shield rateAfter-tax costAnnual net interest

Your debt scenario

$
Debt balance used to translate rates into annual dollars
%
Annual interest rate or current market yield on debt
%
Tax rate applied to deductible interest for this model
Model note: the standard formula assumes the interest is fully deductible and the tax benefit is actually usable. Real tax rules can impose limits or different treatment.
THE CONCEPT

What is the after-tax cost of debt?

The after-tax cost of debt is the effective rate a company pays on borrowed money after allowing for the modeled tax benefit of deductible interest. The key idea is that interest can reduce taxable income, so the economic cost of borrowing can be lower than the stated interest rate.

For finance students, the cleanest mental model is a three-part bridge: start with the contractual borrowing cost, identify the tax shield created by deductible interest, then subtract that benefit from the gross cost. This is the debt component that later appears in a WACC calculation.

BEFORE-TAX COST Kd gross borrowing rate TAX SHIELD Kd × T interest deduction reduces the modeled tax burden AFTER-TAX COST Kd(1−T) effective financing cost
The tax shield is not a cash payment from the tax authority. It represents the modeled reduction in tax caused by deductible interest.
Core idea: if the pre-tax cost is 8% and the modeled marginal tax rate is 25%, the standard after-tax cost is 8% × (1 − 25%) = 6%. The difference is the modeled tax benefit, not a change in the lender's contractual rate.
THE FORMULA

After-tax cost of debt formula

The standard expression is deliberately compact. The hard part is choosing a defensible pre-tax cost of debt and a tax rate that reflects the tax benefit the company can actually use.

Kd
before-tax cost of debt
T
marginal corporate tax rate
Kd(1−T)
after-tax cost of debt

Where does the tax shield come from?

Gross interest cost

Debt × Kd

Before considering taxes, the annual interest bill is the debt balance multiplied by the before-tax cost of debt.

Modeled tax shield

Interest × T

If deductible interest lowers taxable income, the modeled tax saving offsets part of the gross interest cost.

WORKED EXAMPLE

After-tax cost of debt example

Suppose a company has $500,000 of debt, pays an 8% annual borrowing rate, and expects a 25% marginal corporate tax rate. Assume, for this illustration, that the interest is fully deductible and the tax benefit is usable.

Step 01 · Gross interest

Calculate annual interest

$500,000 × 8% = $40,000.

Interest = Debt × Kd
$40,000

This is the contractual interest cost before the modeled tax benefit.

Step 02 · Tax shield

Calculate the modeled tax saving

$40,000 × 25% = $10,000.

Tax shield = Interest × T
$10,000

The shield represents the modeled reduction in tax attributable to deductible interest.

Step 03 · Effective cost

Calculate after-tax cost

8% × (1 − 25%) = 6%.

After-tax Kd = Kd × (1 − T)
6.00%

The corresponding annual net interest cost is $30,000 under this simplified model.

SENSITIVITY

How tax rate changes the effective debt cost

The pre-tax rate can remain fixed while the after-tax cost changes because the modeled tax shield changes. This is why a single after-tax rate should always be read together with the tax assumption behind it.

25% tax → 6% 0% 20% 40% 60% At a fixed 8% pre-tax cost, a higher modeled tax rate lowers the after-tax rate.
The relationship is linear under the standard formula: each additional percentage point of tax rate reduces after-tax Kd by 0.08 percentage points when the pre-tax cost is 8%.
WHY IT MATTERS

Where after-tax cost of debt is useful

WACC

The after-tax debt cost is the debt component in a weighted-average cost of capital calculation when the WACC framework uses an interest tax shield.

Project finance

It provides a financing-cost benchmark for projects funded with debt, especially when comparing expected project returns with funding costs.

Refinancing

Compare a new borrowing rate with an existing debt cost while keeping the tax assumption explicit rather than treating the quoted interest rate as the whole story.

Capital structure

Debt can have a tax advantage, but the advantage should be considered alongside leverage, cash-flow pressure, covenants and financial risk.

INTERPRETATION

What the result does—and does not—mean

An after-tax cost of debt is not the interest rate printed on a loan agreement. It is an analytical rate after applying a tax assumption to the borrowing cost. The lender still receives the contractual interest; the tax shield is a separate effect on the borrower's economics.

DriverDirection that tends to lower after-tax KdWhy
Before-tax costLower rateLess gross interest is paid.
Marginal tax rateHigher usable rateThe modeled interest tax shield is larger.
Interest deductibilityGreater deductibilityMore of the interest can generate a tax benefit.
Debt balanceNo change in rateIt changes dollar interest, not the percentage formula.
PRESSURE pre-tax Kd gross financing cost FUNDING COST Kd(1−T) after-tax debt cost used in financing analysis OFFSET tax shield deductible interest effect
Think of the tax shield as an offset to the gross financing cost—not as a lower contractual interest rate.
LIMITATIONS

Important assumptions

  • Deductibility matters. The standard formula assumes the interest creates a usable tax deduction. Actual rules may limit interest deductions.
  • The tax rate must be relevant. A statutory headline rate is not always the same as the marginal rate that determines the next unit of tax benefit.
  • The debt rate must be defensible. For market-value analysis, analysts often focus on the current cost of raising debt rather than an old coupon alone.
  • Dollar tax savings are not the same as rate savings. The debt balance changes annual interest and tax-shield dollars, but not the basic percentage formula.
  • Use the result with the wider capital structure. WACC, leverage and project analysis require assumptions about both debt and equity financing.
FAQ

After-tax cost of debt calculator FAQ

What is the formula for after-tax cost of debt?

The standard formula is After-tax cost of debt = Before-tax cost of debt × (1 − marginal tax rate).

Why is the after-tax cost lower than the interest rate?

When interest is deductible and the company can use the deduction, the resulting tax shield offsets part of the economic cost of the interest.

Does the debt amount change the after-tax percentage?

No. The debt amount changes the dollar interest expense and tax shield, but not the basic percentage formula. It is included here to show the dollar impact.

Can I use a statutory tax rate?

You can, but the rate should represent the marginal tax benefit relevant to the analysis. If deductions are limited or the company cannot use the tax shield, the simple formula can overstate the benefit.

How does this connect to WACC?

In the standard WACC framework, the debt component is commonly expressed as the pre-tax cost of debt multiplied by one minus the corporate tax rate.