Bridge Loan Calculator

Enter the loan amount, rate, term and origination fee to price your bridge loan.

How it is calculated

The tool prices a simple interest-only loan with no principal repayment during the term. monthly interest = loan_amount × annual_rate% ÷ 12; total interest = monthly interest × term_months; origination fee = loan_amount × fee%. Total cost is total interest plus the fee, and the payoff amount is the loan amount plus that total cost. Interest is flat: it does not compound and does not change as months pass. The fee is added to the payoff figure even though many lenders charge it at closing, so the result shows the total you pay, not its timing. Amount and term must be above zero; the rate may be zero but not negative, and the fee must be between 0 and 100 percent. Anything outside those ranges shows no result. Real quotes can add legal, appraisal or extension fees that are not included.

Worked example

A buyer borrows 250,000 for 6 months at 10.5% a year with a 2% origination fee. Monthly interest: 250,000 × 10.5% ÷ 12 = $2,187.50. Total interest: 2,187.50 × 6 = $13,125.00. Origination fee: 250,000 × 2% = $5,000.00. Total cost: 13,125 + 5,000 = $18,125.00. Payoff amount: 250,000 + 18,125 = $268,125.00, so the bridge costs about 7.25% of the loan over six months.

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Common mistakes

  • Leaving out the origination fee when comparing offers. A low rate with 3 points can cost more over a few months than a higher rate with 1 point.
  • Entering the term in years. The field is in months, so 1 year must be typed as 12.
  • Treating the annual rate as the cost of the whole loan. A 10.5% annual rate over six months is only half a year of interest, about 5.25% of the amount before fees.
  • Assuming the loan is repaid gradually. This is interest-only, so the full principal is still due at payoff and monthly interest does not shrink.
  • Typing the fee as a decimal (0.02) instead of percent (2); that gives a fee of only 0.02%.

About this calculator

A bridge loan is short-term, interest-only financing that covers the gap between two transactions — most commonly buying a new property before the old one sells. Monthly cost is straightforward: interest = loan amount x annual rate, divided by 12, with no principal paid down during the term, plus a one-time origination fee (typically 1-3 points, i.e. 1-3% of the loan amount) charged upfront.

Homebuyers use bridge loans to make a non-contingent offer on a new house while their current one is still on the market, tapping the equity in the old property without waiting for its sale to close; businesses use the same structure to cover cash flow gaps or fund a purchase ahead of a longer-term refinance. Because rates on bridge loans run noticeably higher than a standard mortgage — reflecting the lender’s short-term risk — the total cost of fees and interest needs to be weighed against the convenience of not having to sell first.

Loan amount, rate, term and origination fee give the monthly interest, the total borrowing cost and the balance due when the bridge loan is paid off.

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