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After Tax Cost of Debt Calculator

Calculate the effective cost of debt after accounting for tax deductible interest payments

Calculate After-Tax Cost of Debt

Interest rate or yield to maturity on debt before tax benefits

Tax Rate Input Method

Corporate income tax rate (0-100%)

After-Tax Cost of Debt Results

6.40%
After-Tax Cost of Debt
Moderate Tax Benefit
8.00%
Pre-Tax Cost
20.0%
Tax Rate
1.60%
Tax Shield
20.0%
Cost Reduction
Formula:After-Tax Cost = Pre-Tax Cost × (1 - Tax Rate)
Calculation:8% × (1 - 20.0%) = 6.40%
Tax Shield Benefit:8% × 20.0% = 1.60% savings

Cost Analysis

Moderate Tax Benefit: Reasonable tax shield reducing debt cost
Recommendation: Moderate tax efficiency - consider debt financing
Cost Effectiveness: Tax shield reduces effective debt cost by 20.0%.

Example: Bill's Brilliant Barnacles

Company Financials

Pre-Tax Cost of Debt: 8% (based on AA credit rating, 15-year maturity)

Pre-Tax Income (2020): $1,000,000

Net Income (2020): $800,000

Credit Rating: AA

Debt Maturity: 15 years

Step-by-Step Calculation

Step 1 - Marginal Tax Rate: 1 - ($800,000 ÷ $1,000,000) = 20%

Step 2 - After-Tax Cost: 8% × (1 - 20%) = 8% × 80% = 6.4%

Step 3 - Tax Shield: 8% × 20% = 1.6% annual savings

Step 4 - Cost Reduction: (8% - 6.4%) ÷ 8% = 20% reduction

Result: Effective debt cost is 6.4% after tax benefits

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Key Concepts

PT

Pre-Tax Cost

Interest rate before tax benefits

Yield to maturity or market rate

AT

After-Tax Cost

Effective cost after tax shield

Pre-tax cost × (1 - tax rate)

TS

Tax Shield

Tax savings from interest

Interest × tax rate

TR

Tax Rate

Marginal corporate rate

1 - (Net Income ÷ Pre-Tax Income)

Benefits & Applications

Investment decision making and project evaluation

WACC calculation for company valuation

Capital structure optimization decisions

Risk assessment and company analysis

Financing strategy development

Tax planning and optimization

Understanding After-Tax Cost of Debt

What is After-Tax Cost of Debt?

After-tax cost of debt represents the effective interest rate a company pays on its debt after accounting for the tax deductibility of interest payments. This creates a "tax shield" that reduces the actual cost of borrowing.

Why is it Important?

  • More accurate reflection of true borrowing costs
  • Essential component of WACC calculations
  • Critical for investment decision making
  • Helps optimize capital structure decisions

After-Tax Cost Formula

After-Tax Cost = Pre-Tax Cost × (1 - Tax Rate)

Where:

Pre-Tax Cost = Market interest rate

Tax Rate = Marginal corporate tax rate

Tax Shield = Pre-Tax Cost × Tax Rate

Tax Shield Benefits

Interest payments on debt are tax-deductible business expenses, creating a tax shield that effectively reduces the cost of debt financing. This makes debt more attractive compared to equity financing.

Note: Higher tax rates create larger tax shields, making debt financing more advantageous

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