Loan Parameters

$
Total loan principal
%
Fixed annual rate
years
Payment schedule basis
years
Actual loan maturity
%
Upfront lender fee
$
Legal, appraisal, title, etc.

Model Assumptions

  • Fixed interest rate over the full loan term
  • Monthly compounding and monthly payments
  • Points and fees paid at closing (reduce net proceeds)
  • No prepayment assumed — loan held to maturity
  • Balloon payment due in full at maturity

For educational purposes. Not financial advice. Market conventions simplified.

Ryan O'Connell, CFA
Calculator by Ryan O'Connell, CFA

Loan Summary

Monthly Payment $31,603.40 PMT = L × r / (1 − (1+r)−N)
Annual Debt Service $379,241
Total Interest Paid $3,031,214
Total Points & Fees $60,000
Net Loan Proceeds $4,940,000
Effective Borrowing Cost 6.675%
Mortgage Constant 7.58%
Balloon Payment Due at Maturity $4,238,806 84.8% of original loan

Formula Breakdown

PMT = L × r / (1 − (1+r)−N)
Where r = annual rate / 12, N = amortization × 12

Amortization Schedule

Year Begin Balance Principal Interest End Balance

Showing years 1–5 and final year before balloon.

Principal vs. Interest Breakdown

Principal Interest

Understanding Commercial Mortgages

What is a Commercial Mortgage?

A commercial mortgage is a loan secured by commercial real estate — office buildings, retail centers, industrial properties, multifamily apartments, and other income-producing assets. Unlike residential mortgages, commercial loans are underwritten primarily based on the property's cash flow (measured by DSCR and debt yield) rather than the borrower's personal income.

The Balloon Payment Structure

Most commercial mortgages have a shorter loan term than amortization period. For example, a 10-year term with 30-year amortization means monthly payments are calculated as if the loan runs 30 years, but the entire remaining balance (the balloon payment) is due after 10 years. At that point, the borrower must refinance, sell, or pay the balloon in cash.

Refinancing Risk: The balloon payment creates refinancing risk. If interest rates rise or property values decline, the borrower may face unfavorable terms or difficulty refinancing at maturity.

Effective Borrowing Cost vs. Stated Rate

The effective borrowing cost is the true annual cost of the loan, computed as the IRR of all cash flows including upfront points and fees. When origination points are charged, the borrower receives less than the face amount but makes payments on the full amount. This raises the true cost above the stated interest rate.

Effective Borrowing Cost
Solve for monthly rate r:
0 = −Net Proceeds + Σ PMT/(1+r)t + Balloon/(1+r)n
Effective Cost = r × 12 × 100

The Mortgage Constant

The mortgage constant (MC) is the ratio of annual debt service to the original loan amount. It captures both interest cost and principal repayment. For amortizing loans, the MC always exceeds the interest rate. In CRE analysis, comparing the MC to the property's cap rate indicates whether leverage enhances or diminishes equity returns.

Positive Leverage

When Cap Rate > Mortgage Constant, leverage generally enhances equity returns. The property's yield exceeds the cost of debt service.

Negative Leverage

When Cap Rate < Mortgage Constant, leverage generally reduces equity returns. The cost of debt service exceeds the property's yield.

When to Use This Calculator vs. Mortgage Calculator

Use this Commercial Mortgage Calculator when analyzing CRE loans with balloon payments, origination points, and mortgage constant analysis. Use the residential Mortgage Calculator for fully amortizing home loans without balloon payments or commercial-specific metrics.

Geltner Reference: The formulas in this calculator follow Geltner, Commercial Real Estate Analysis & Investments, Chapters 16–17 on mortgage basics and effective mortgage yield.

Frequently Asked Questions

Commercial mortgages typically feature shorter loan terms (5–10 years) with longer amortization periods (25–30 years), resulting in a balloon payment at maturity. They are underwritten based on property cash flow (DSCR, debt yield) rather than personal income. Interest rates are generally higher, and loan-to-value ratios are lower (65–80%) compared to residential loans.

A balloon payment is the remaining loan balance due at maturity when the loan term is shorter than the amortization period. For example, a 10-year term with 30-year amortization means payments are calculated as if the loan runs 30 years, but the entire remaining balance comes due after 10 years. This structure allows lower monthly payments while giving lenders the opportunity to reassess credit risk and reprice at maturity.

Effective borrowing cost is the internal rate of return (IRR) on the borrower's actual cash flows, accounting for all upfront points and fees. When origination points or fees are charged, the borrower receives less than the face amount but makes payments based on the full amount. This increases the true cost above the stated interest rate. For example, 1% origination points plus $10,000 in fees on a $5M loan at 6.5% raises the effective cost to approximately 6.68%.

The mortgage constant (MC) is the ratio of annual debt service to the original loan amount, expressed as a percentage. It captures both the interest cost and principal repayment. In CRE analysis, the mortgage constant is compared to the property's cap rate: when cap rate exceeds the mortgage constant, leverage generally enhances equity returns (positive leverage); when cap rate is below the mortgage constant, leverage generally reduces equity returns (negative leverage).

The amortization period determines the payment schedule — how long it would take to fully repay the loan with equal monthly payments. The loan term is the actual maturity date. In commercial lending, the term is usually shorter (5–10 years) while the amortization period is longer (25–30 years). The gap between them creates the balloon payment. If they are equal, the loan is fully amortizing with no balloon.

Origination points are upfront fees expressed as a percentage of the loan amount. One point on a $5M loan equals $50,000. Points reduce the net proceeds the borrower actually receives but do not reduce the contractual principal — payments and balloon are still based on the full loan amount. This discrepancy between cash received and payments owed increases the borrower's effective cost above the stated rate. The shorter the loan term, the greater the impact, because the same fee is spread over fewer payment periods.
Disclaimer

This calculator is for educational purposes only and assumes a fixed interest rate with monthly compounding. Results are based on the Geltner commercial mortgage methodology with simplified assumptions. Actual loan terms, rates, and fees vary by lender, property type, market conditions, and borrower creditworthiness. Consult a qualified commercial real estate lender or financial advisor before making financing decisions.