More senior debt versus additional borrower equity

More senior debt can preserve cash for property work while reducing the current return on the equity actually invested. The result depends on how the lender reprices the whole loan, not just the rate on the additional dollar borrowed. Compare the incremental interest burden, the owner’s cash needs, and the property income at which the return ranking changes.

This example uses two fully funded, interest-only proposals for the same $10 million project. All amounts are hypothetical. Initial fees and closing uses are assumed identical and already included in the project total. Taxes, investor promotes, and changes in property value are excluded.

Price the entire larger loan

Lower-leverage proposal L funds $6 million at 6.50%, requiring $4 million of equity. Higher-leverage proposal H funds $7 million at 7.25%, requiring $3 million of equity. The higher rate applies to all $7 million, not only the extra $1 million.

H preserves $1 million of closing equity but requires $117,500 more annual interest. The incremental cash price of that extra borrowing is 11.75% of the additional $1 million, before other differences. Quoting only H’s 7.25% rate would miss the repricing of the original $6 million.

This is a comparison of specified offers. It does not assert that every lender changes its rate with leverage or that these terms meet a lender’s credit requirements. The OCC CRE handbook provides covered-bank underwriting context; the actual proposed terms and approval determine the transaction.

Calculate the property-cash threshold for current equity return

Let X be annual property cash before financing, after all recurring property cash uses represented in this comparison. L’s current cash return on contributed equity is (X − $390,000) ÷ $4,000,000. H’s is (X − $507,500) ÷ $3,000,000.

Setting those two fractions equal gives X of $860,000. At that income both produce an 11.75% current cash return on the stated equity contribution.

Above this threshold H has the higher current percentage return on contributed property equity; below it L does, assuming positive cash and the stated terms. H still produces fewer total property cash dollars in every row because it pays more interest. A percentage return and a dollar distribution answer different questions.

These ratios are not IRRs or total investment returns. They exclude the $1 million kept outside the property under H, its actual use, the exit balance, and any change in value. If the owner invests that cash elsewhere, include that separate investment’s cash flows and risks rather than automatically crediting the property model with a return.

Test whether the lower-leverage closing leaves enough money for work

Assume the owner has $4.3 million available before closing and a separate $400,000 capital project due immediately afterward. That work is outside the common $10 million closing budget and outside the annual property cash used above.

L leaves $300,000 after contributing $4 million, creating a $100,000 funding shortfall for the work. H leaves $1.3 million after contributing $3 million; paying for the work leaves $900,000.

The larger loan therefore has a real liquidity benefit in this scenario even when its current equity percentage return is lower at $800,000 of property cash. The owner should compare the cost of raising another $100,000 under L, reducing or rescheduling work where permissible, or accepting H’s larger recurring obligation. Necessary work cannot be omitted simply to make the lower-leverage route appear fully funded.

The cash preserved under H must remain available for its stated purpose. If it is distributed to owners or committed elsewhere, the modeled protection disappears. Record the actual account and any lender restrictions, not just the equity difference on the closing statement.

Apply a property-income downside

At $450,000 of annual property cash, L leaves $60,000 after interest. H has a $57,500 annual deficit before any owner distribution. The $117,500 difference is the same incremental financing burden calculated at closing.

If H’s $900,000 post-work cash is genuinely available and the deficit stays constant, it would mathematically cover about 15.65 years of that isolated annual deficit. That division is not a survival forecast: the loan may mature much sooner, rates or expenses may change, additional work may arise, and the cash may be restricted. Its useful role is to show that an opening reserve and an annual deficit are separate quantities requiring a dated schedule.

At maturity, H also owes $1 million more principal than L under the interest-only assumptions. Test each balance against independently supported refinance proceeds and actual transaction costs. A large opening reserve cannot be used twice—once to cover operating deficits and again in full to fund the balloon.

Record the tradeoff in both dollars and constraints

The owner has three distinct results here: H costs $117,500 more annually, its current return percentage overtakes L only above $860,000 of property cash, and it supplies liquidity that funds the immediate $400,000 work without another capital raise.

A decision should identify which of those constraints matters most and how the remaining one will be handled. More leverage can be useful without improving every return metric. More equity can reduce financing exposure without leaving the owner adequately liquid. The complete comparison measures both the property obligation and the owner’s cash remaining outside it.