Mortgage Payoff and Portfolio Simulation
Compare fixed-rate mortgage scenarios using a loan balance, APR, and extra monthly principal payment. The payoff estimates show how your assumptions affect interest and repayment time. The rental portfolio is a separate fictional scenario, not a lender quote or investment forecast.
Educational Simulations, Not Driving Games
This page offers mortgage payoff, loan-term comparison, and rental-portfolio simulations. It does not host F1, Formula Racers, drift, or sports games. Access on school and workplace networks depends on their policies.
The Power of Extra Monthly Payments
Extra payments reduce the outstanding balance before future monthly interest is calculated. Savings depend on the principal, rate, term, and payment timing. This model assumes a fixed rate and extra principal every month, without fees or penalties.
15-Year vs. 30-Year Loan Mechanics
The comparison holds the principal and APR constant, with no extra payments on either term. A shorter term increases the scheduled monthly payment and reduces interest at a positive rate. Actual offers may have different rates and fees.
Core Mathematical Equations Behind Mortgage Amortization
M = P × [r(1 + r)ⁿ] / [(1 + r)ⁿ − 1]
- M: Total monthly mortgage payment (principal + interest).
- P: Principal loan amount (Home Purchase Price − Down Payment).
- r: Monthly interest rate (Annual APR Percentage / 100 / 12).
- n: Total number of monthly payments (Loan Term in Years × 12).
- Savings Score: Score = min(1000, (Interest Saved / Base Total Interest) × 1000).
- Zero APR: M = P / n; the interest Savings Score is zero.
Principles from the Real Estate Portfolio Simulation
The fictional portfolio starts with $60,000. Buying a property deducts its preset down payment; later cash events can add or subtract funds.
Displayed cash flow is preset rent minus mortgage payments. It is not net income after taxes, insurance, vacancy, and all operating costs.
Yearly equity gains use fictional appreciation and paydown percentages. Equity cannot be withdrawn in this simulation, and values are not forecasts.
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Model installment plans, debt payoffs, and daily calculations.





