Glossary · Debt and financing

Loan constant

Also called Mortgage constant, Debt constant.

The loan constant is annual debt service divided by the original loan balance, expressed as a percentage. It combines the interest rate and the amortisation schedule into one number, which is what makes it the right rate to compare against a cap rate.

Updated August 6, 2026 · All terms

How it works

A borrower's actual cost of debt is not the coupon. A 5.75 percent loan amortising over thirty years costs about 7.00 percent of the balance every year, because principal is being repaid alongside interest. The loan constant is that combined figure, and it is the number lenders use for quick sizing.

Its main analytical use is positive and negative leverage. When the going-in cap rate exceeds the loan constant, borrowing raises the cash-on-cash return above the unlevered yield, which is positive leverage. When the constant exceeds the cap rate, leverage lowers the current return, which is negative leverage, and the deal is relying on growth or appreciation to compensate. Most of the low cap rate market of the last decade traded on negative leverage, which is a legitimate position but should be a deliberate one.

The constant falls as the amortisation term lengthens and rises as it shortens, so a thirty-year schedule and a twenty-five-year schedule on the identical rate produce meaningfully different coverage and different cash flow. On an interest-only loan the constant simply equals the interest rate.

Formula

Loan constant = annual debt service / original loan amount
  • Interest only: the constant equals the interest rate
  • Amortising: the constant is above the interest rate, and the gap widens as the amortisation term shortens
  • Positive leverage when cap rate > loan constant; negative leverage when cap rate < loan constant

Worked example

Coupon, constant, and which side of leverage the deal is on

The sample property. $36,335,000 at a 6.35 percent coupon. Going-in cap rate 5.40 percent.

Interest only, annual debt service$2,307,272
Constant, interest only6.350%
Thirty-year amortisation, monthly payment$226,089
Thirty-year amortisation, annual debt service$2,713,072
Constant on a thirty-year schedule7.467%

The cap rate is 5.40 percent and the constant is 7.47 percent, so this deal is on negative leverage of 207 basis points once principal starts. Debt reduces the current yield and the return has to come from growth or from the exit.

The common mistake

Comparing the cap rate to the interest rate

A 5.40 percent cap rate against a 6.35 percent coupon looks like 95 basis points of negative leverage. Against the 7.47 percent constant it is 207 basis points, more than twice as wide, because amortisation is a real cash cost even though it builds equity rather than being an expense. Compare the cap rate to the constant, and remember that a loan structured with an initial interest-only period is on one side of that comparison at the start and the other side later.

Related terms

Every figure, traced to its source

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