I built FinCalc AI after realizing I was maintaining the same Excel spreadsheets for years — mortgage amortization, compound interest projections, retirement math. Every time I wanted to run a scenario I would open a spreadsheet, tweak a cell, realize I broke a formula, and start over.
So I built calculator versions that live in the browser and handle the edge cases I kept tripping on.
Most online mortgage calculators give you a monthly payment and call it done. The useful ones show you the full amortization schedule — how much goes to principal vs interest every single month over 30 years.
The thing that surprised me: bi-weekly payments. If you pay half your mortgage every two weeks instead of the full amount once a month, you make 26 half-payments per year = 13 full payments. On a $400K mortgage at 6.5%, that shaves 4-5 years off the loan and saves ~$65K in interest. Most people do not know this.
The "boring but important" one. Input: starting amount, monthly contribution, interest rate, time horizon. Output: total balance, total contributions, total interest earned.
The eye-opening scenario: $500/month invested at 7% for 30 years = ~$610K. But wait just 5 more years to start? Now it is only ~$440K. That 5-year delay costs $170K. I added a "cost of waiting" line to the output because seeing that number is what actually motivates people to start.
This one required the most research. The 4% rule is the standard but it is based on US market data from 1926-1995. I built in a Monte Carlo simulation mode that runs 1,000 random market scenarios instead of assuming a flat 7% return every year.
The sobering finding: the 4% rule has a ~5% failure rate over 30-year retirements. At 5% withdrawal, the failure rate jumps to ~25%.
Simple but the one I use for evaluating side projects. Input your costs (time + money) and expected returns, get payback period and annualized ROI. The trick: it forces you to value your time at a real hourly rate, not $0.
Snowball vs avalanche comparison. Avalanche (highest interest first) is mathematically optimal. Snowball (smallest balance first) works better psychologically. Showing both side by side lets people see the actual dollar difference — usually $200-500 over the life of the debt.
→ All free at [financalcai.com](https://financalcai.com/). No signup, no email, works on mobile.