Hard Money Loan Calculator
Total borrowing cost and effective APR for short-term hard money loans
Calculate hard money loan total cost including interest, origination points, and effective APR across a typical short-term flip horizon.
What this tool does
Hard money loans charge interest plus origination points upfront — total cost is heavy front-loaded. This calculator takes your loan amount, annual interest rate, loan term in months, and origination points to show total borrowing cost, the origination fee itself, total interest paid, and your effective APR. The origination fee is calculated as a percentage of the principal and is charged at the outset. Monthly interest is computed from the annual rate and multiplied across your loan term. The effective APR reflects the true cost of borrowing when origination points are factored in alongside interest. Results illustrate how front-loaded fees and interest charges combine to affect overall loan expense. This is for educational illustration and does not account for prepayment penalties, exit fees, or other variable costs that may apply in real lending scenarios.
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Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
What Hard Money Loans Are
Hard money loans are short-term asset-backed loans typically used by real estate investors for property acquisition, renovation, or bridge financing. Loan amounts usually tie to property value rather than borrower creditworthiness. Rates are substantially higher than conventional mortgages — typically 8-15% annual — and terms are short (6-24 months typical). Origination points (upfront fees paid to lender) add to total cost. Hard money loans exist to fill gaps that conventional financing cannot serve: fast closings, properties not meeting conventional lending standards, borrowers with credit issues, or short-term bridge situations.
Typical Hard Money Loan Structure
Loan-to-value (LTV): typically 65-75% of property value or ARV (after-repair value). Rates: 8-15% annual depending on lender, borrower profile, and specific deal. Points: 1-5 upfront points (1 point = 1% of loan amount). Term: 6-24 months typical, sometimes with extension options. Payment structure: often interest-only monthly with balloon principal at maturity. The calculator models interest-only structure with principal due at term end, which matches most hard money loan patterns.
Realistic Rate and Point Combinations
Lower-risk deals (experienced borrower, strong LTV): 8-10% + 1-2 points. Standard deals: 10-13% + 2-3 points. Higher-risk or harder-to-finance deals: 13-16% + 3-5 points. Specialty loans (construction, renovation, distressed property): can exceed these ranges. Effective APR factoring points and short term typically runs 2-4% above the stated interest rate. The calculator shows effective APR explicitly so comparison across loan structures is clean.
Worked Example for a Typical Flip Loan
Loan amount 200,000. Interest rate 11%. Term 12 months. Origination points 2. Origination fee: 4,000. Monthly interest: 1,833. Total interest: 22,000. Total cost: 26,000. Effective APR: 13%. The borrower pays 26,000 in financing cost for 12 months of 200,000 capital — a meaningful but potentially acceptable cost if the underlying deal produces sufficient profit to justify.
When Hard Money Makes Financial Sense
Fix-and-flip deals where rapid acquisition and financing enable profits exceeding loan cost. Bridge financing while arranging conventional financing. Distressed property purchases requiring quick closing. Properties not eligible for conventional financing due to condition or use. Borrowers with credit challenges but strong deal fundamentals. In these cases, the higher cost is justified by deal flexibility and speed that conventional financing cannot match.
When Hard Money Is a Mistake
Standard property purchases that could qualify for conventional financing at 4-7% instead of 11%. Long-term hold properties where short-term hard money requires expensive refinancing. Deals with thin margins where 13% APR consumes most of the profit. Borrowers using hard money for consumption or non-investment purposes. Extending hard money loans beyond original term through expensive extensions. For these scenarios, cheaper alternatives exist; hard money is overused by inexperienced investors who have not explored conventional options.
The Effective APR Calculation
Simple interest rate of 11% on a 12-month loan plus 2 origination points produces effective APR of approximately 13%. The calculation annualises the points (which apply once to the loan but effectively cover one year of borrowing) on top of the stated rate. For shorter-term loans (6 months), the same point count produces higher effective APR because points compress into shorter period. 2 points on a 6-month loan equals 4% annualised. The calculator uses term-months directly, so effective APR reflects specific loan structure.
Extension Costs
Many hard money loans include extension options at additional fee — typically 1-2 points plus continued monthly interest. Borrowers facing project delays should factor potential extension costs into original deal analysis. A 12-month loan extended 6 months at 1 additional point plus 11% interest adds substantially to total cost. The calculator models primary term; extension scenarios warrant running separately with adjusted terms.
Exit Strategy Matters
Hard money loans require clear exit strategy within term: sale, refinance, or payoff from project proceeds. Borrowers unable to exit face extension costs, default risk, or foreclosure. Conventional financing backup is typical — many hard money borrowers have pre-approved conventional financing to take out the hard money loan once property qualifies. Without clear exit, hard money loans can trap borrowers in expensive ongoing financing.
What the Calculator Does Not Model
Extension fees if term extends beyond original. Prepayment penalties on some hard money loans. Default scenario costs. Title insurance and closing costs. Property insurance requirements. Specific lender underwriting fees beyond origination points. Balloon payment structure risks. Specific jurisdictional usury law limits that may cap allowable rates.
Patterns Commonly Observed in Hard Money Loan
Using hard money when conventional financing could serve. Not factoring points in effective rate comparison. Ignoring exit strategy requirements. Underestimating project timelines leading to expensive extensions. Accepting high-cost loans without evaluating deal profitability against financing cost. Comparing hard money rate to conventional APR without adjusting for points and term. The calculator shows true cost including points; informed hard money use requires matching loan structure to specific deal economics and exit capability.
A $200,000 hard money loan at 11%% over 12 mo months with 2 pts points costs 26,000.00.
Inputs
This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
This calculator computes total borrowing cost by combining two components. The origination fee is calculated by applying the points percentage to the principal amount. Monthly interest is determined by multiplying the principal by the annual interest rate, dividing by 12 to derive a monthly rate, then multiplying by the loan term in months. Total cost sums the origination fee and accumulated interest. Effective APR annualises this total cost relative to the principal and term length. The model assumes a constant interest rate throughout the loan period, treats origination points as a one-time upfront fee, and applies simple interest rather than compounding. It does not account for additional closing costs, servicing fees, prepayment penalties, default risk, or variations in lending terms. Results are estimates for illustration only.
References
Frequently Asked Questions
When to use hard money?
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Can I extend hard money loans?
Is this cheaper than private lenders?
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