Accurately calculate your blended interest rate for mortgages, student loans, or debt consolidation.
Enter Loan Details
Enter the principal balance and interest rate for up to 5 loans. Leave unused rows blank.
Current principal amount
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Annual interest rate
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Weighted Average Interest Rate
0.00%
This is your effective "blended" rate.
Total Debt Principal
$0.00
Total Annual Interest
$0.00
Monthly Interest Cost
$0.00
Debt & Interest Distribution
Visual breakdown of your loan balances relative to the total debt.
Loan
Balance
Rate
Weight
Annual Cost
What is Calculating Weighted Average Interest Rate?
Calculating weighted average interest rate (WAIR) is a financial method used to determine the aggregate interest rate across multiple debts, taking into account the size of each loan balance relative to the total debt. Unlike a simple average, which treats all interest rates equally, a weighted average gives more "weight" or importance to loans with larger balances.
This calculation is critical for homeowners looking to understand their blended rate when holding a primary mortgage and a HELOC, real estate investors managing a portfolio of properties, or consumers looking to consolidate credit cards and personal loans. By calculating weighted average interest rate, you gain a precise understanding of the true cost of your combined debt.
Who should use this calculation?
Homeowners: Comparing a refinance option against keeping an existing low-rate mortgage plus a new second mortgage.
Investors: Analyzing the performance of a leveraged portfolio with varying financing terms.
Debt Consolidators: Determining if a single consolidation loan rate is actually lower than the current blended rate of existing debts.
The Weighted Average Formula and Mathematical Explanation
To perform calculating weighted average interest rate accurately, you cannot simply add the rates and divide by the number of loans. You must factor in the principal balance. The formula is:
Interpretation: Even though the HELOC is 9%, the large balance of the 3% mortgage keeps the effective weighted rate low at 3.86%.
Example 2: Credit Card Consolidation
A consumer wants to know their effective rate on three credit cards to see if a 12% personal loan is a good deal.
Card A: $2,000 at 18%
Card B: $8,000 at 24%
Card C: $1,000 at 15%
Result: Total Debt is $11,000. The weighted average rate calculates to roughly 22.09%. Since 22.09% is much higher than the 12% consolidation offer, refinancing would save significant money.
How to Use This Weighted Average Interest Rate Calculator
Gather Your Statements: Find the current outstanding principal balance and the interest rate for each loan you wish to combine.
Input Data: Enter the Balance and Interest Rate for up to 5 different loans in the fields above.
Review the Blended Rate: Click "Calculate". The large percentage shown is your weighted average.
Analyze the Cost: Look at the "Total Annual Interest" to understand the raw cost of holding this debt for a year.
Make a Decision: Compare the weighted average rate against current market rates for refinance or consolidation loans.
Key Factors That Affect Calculating Weighted Average Interest Rate
Several financial dynamics influence the outcome when calculating weighted average interest rate:
Principal Balance Size: This is the most dominant factor. A large loan will pull the weighted average closer to its specific rate, regardless of how high or low the other rates are.
Interest Rate Spread: The wider the gap between your lowest and highest rates, the more significant the "smoothing" effect of the weighted average becomes.
Amortization Phase: While this calculator uses current balances, remember that interest costs decrease over time as principal is paid down in amortized loans.
Variable vs. Fixed Rates: If one of your inputs is a variable rate (like a HELOC), your weighted average is only valid for the current moment. It will shift as the prime rate changes.
Fees and Closing Costs: The weighted average interest rate is a "pure" interest calculation. It does not account for closing costs required to refinance, which determines the true APR of a new loan.
Tax Deductibility: Mortgage interest may be tax-deductible, whereas credit card interest is not. When blending these, the "after-tax" weighted average might differ from the pre-tax figure.
Frequently Asked Questions (FAQ)
Why is the weighted average different from the simple average?
A simple average treats a $100 loan and a $100,000 loan equally. A weighted average recognizes that the $100,000 loan has a 1000x greater impact on your finances, so it weights the rate accordingly.
Can I use this for weighted average cost of capital (WACC)?
Yes, the mathematical principle is identical. You can treat "Debt" and "Equity" as the balances and their respective costs as the rates to estimate WACC.
Does this calculation include fees?
No, this calculator determines the weighted average of the nominal interest rates. To include fees, you would need to calculate the APR for each loan first.
Should I refinance if my new rate is lower than my weighted average?
Generally, yes. If the market rate for a new loan is lower than your current weighted average interest rate (and closing costs are reasonable), refinancing will likely save you money.
How do I handle a 0% APR promotional balance?
Simply enter "0" in the interest rate field for that loan. The calculator will correctly factor in the zero-interest portion, effectively lowering your overall blended rate.
Is the weighted average rate fixed?
It changes as you pay down balances. If you pay off a high-interest low-balance loan quickly, your weighted average rate will actually decrease (improve) more slowly than if you paid off a large high-interest loan.
Can I use this for investment portfolio returns?
Yes, calculating weighted average interest rate uses the same logic as calculating the weighted average return on a portfolio of bonds or dividend stocks.
What is a "Blended Rate"?
"Blended Rate" is simply another term for weighted average interest rate, commonly used in the mortgage industry when combining a first and second mortgage.
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