How it works
With monthly rate i over N months, current savings P grow to P(1+i)N. The monthly deposit C that covers the rest of the target solves:
C = (target − P(1+i)N) / (((1+i)N − 1) / i)
(With a 0% assumption, the gap simply divides by the number of months.)
A worked example
Target $100,000, $10,000 saved, 6% assumed return, 10 years: save $499 per month. You'd put in $69,902 toward a projected $100,000. Generated by the same engine as the live calculator above.
Limits
- The return is an assumption — short goals should use 0%.
- Excludes taxes, fees, and inflation.
- Not personalized financial advice.
