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Savings goal calculator

Work backwards from a savings target or forwards from a recurring contribution, with contribution timing and the modeled path shown.

Target, contributions and timing
Required recurring contribution
$663.61
Modeled balance
$50,000
Total contributed
$44,816.3
Modeled growth
$5,183.7

Fixed-rate illustration only. No volatility, tax, fees, irregular cash flows, guarantee or product recommendation.

Year-end path

YearBalanceContributedModeled growth
1$13,308.22$12,963.26$344.96
2$21,948.77$20,926.52$1,022.25
3$30,934.94$28,889.78$2,045.16
4$40,280.56$36,853.04$3,427.51
5$50,000$44,816.3$5,183.7

Included

  • Solve recurring contribution or first whole period to target
  • Monthly or annual contributions
  • Beginning- or end-of-period timing
  • Fixed return assumption and year-end schedule

Not included

  • Guarantees, volatility or market sequence
  • Tax, fees or product recommendations
  • Changing returns or irregular contributions

What this means

Contribution mode rearranges the future-value formula to solve the equal payment needed at each chosen period. Time mode applies the same timing convention one period at a time until the target is reached.

Beginning-of-period contributions receive one additional modeled period of growth. The return remains the same in every period, so the result is an illustration rather than a forecast.

Formula & worked example

periodic rate = (1 + annual return)^(1 ÷ periods per year) − 1
required contribution = (target − future value of current savings) ÷ annuity factor

$5,000 saved, $50,000 target, 5 years and 4% annual return

Frequency
Monthly
Timing
End of month

The calculator solves one equal monthly contribution and verifies it by simulating the full 60 periods.

How this calculation works

The calculation follows the formulas, definitions and assumptions explained on this page. The references below support the method and any stated boundaries.

Official sources

Common questions

Is the return guaranteed?
No. It is a single constant assumption used for a deterministic illustration.
Why does timing matter?
A beginning-of-period contribution is exposed to one more modeled growth period than an end-of-period contribution.
What if current savings already reach the target?
Contribution mode returns zero and still shows the projected balance at the chosen time.

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