Last updated: May 2026
Last updated: May 2026
Solve for any time-value-of-money variable — yield, price, payment, term, or future value — built for note investors evaluating loans and partials.
Built for mortgage-note investors evaluating loan purchases and partial sales. Produces the same numbers as a 10bii financial calculator — including for partial-sale yields after servicing fees, where many third-party calculators fall short.
| Feature | FIXnotes | 10bii | Bankrate | FCI |
|---|---|---|---|---|
| Solves all five TVM variables | ✓ | ✓ | Partial | Partial |
| Renders amortization schedule | ✓ | ✓ | ✓ | ✓ |
| Uses NET payment for partial yield (servicing fee deducted) | ✓ | ✓ (manual) | — | ✗ (uses gross) |
| Renders partial buyer's amortization (not the loan's) | ✓ | ✓ (manual) | — | ✗ |
| Begin / End mode toggle | ✓ | ✓ | ✗ | ✗ |
| Worked examples for note investors | ✓ | ✗ | ✗ | ✗ |
| Free to use, web-based | ✓ | App ($) | ✓ | ✓ (account required) |
The time value of money (TVM) is the principle that a dollar today is worth more than a dollar tomorrow because today's dollar can be invested and earn interest. Note investors use TVM math to compare a lump-sum purchase price against a future stream of monthly payments and determine the yield (IRR) on the investment.
Note investors use TVM solvers to answer questions like: "If I pay $X today for a $Y/month payment stream lasting N months, what is my annualized yield?" or "What price should I pay to hit a 12% yield on a 60-month payment stream of $400/month?" The math is the same regardless of which variable you're solving for.
PV (Present Value) is a one-time amount today — typically the purchase price or current loan balance. PMT (Payment) is a recurring amount paid at regular intervals — typically monthly. TVM math relates the two through interest and time.
The servicing fee comes out of every payment before it reaches the investor. If the gross payment is $400/mo and the servicing fee is $20/mo, the investor actually receives $380/mo. Calculating yield on $380 instead of $400 produces a lower (and accurate) annualized return. The difference between using gross vs net payment is the most common error in third-party partial-sale calculators.
End mode is the default and applies to virtually all amortizing mortgage loans — payments are due at the end of each period. Begin mode applies to lease payments and some annuity-due contracts where the payment is due at the start of the period. If you're analyzing a note, use End mode.
This calculator solves the same equations as a 10bii or HP-12C and produces the same numbers. Two differences: (1) input labels are plain English instead of cryptic abbreviations like I/YR; (2) the amortization schedule renders automatically alongside the solved variable so you can verify the math row-by-row. For most note-investor workflows, this is faster than using a separate calculator app.
Calculations solve the present-value annuity equation PV + PMT × annuityFactor(r, n) + FV × (1+r)−n = 0 for the unknown variable. Rate solves use Newton-Raphson iteration with a bisection fallback when the iterative method diverges; convergence is tested to 1e-7 against the residual.
For independent verification, the same inputs entered into a 10bii or HP-12C financial calculator will produce identical results.