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Savings goal calculator — compare starting balance

Find a deposit target or timeline using starting balance, interest and a goal date. Compare a change in starting balance while keeping every other input identical.

Five planning modes, one calculator topic

These modes share an underlying model, not five unrelated formulas. This advanced mode is excluded from search indexing. Visit the main savings goal calculator calculator for the topic overview.

Planning mode: Compare a change in starting balance while keeping every other input identical. Adjust the inputs to fit your situation. Related tools share an underlying model, with distinct calculation, reverse-solve, comparison and sensitivity functions.

Your numbers

$
$
$
%
years
$
$

Scenario B result

$26,157.19

Scenario A: $24,694.86. Projected savings balance.

Scenario A main result
$24,694.86
Scenario B main result
$26,157.19
Numeric difference (B − A), in result units
1,462.33
A — Starting balance
$5,000
A — Monthly contribution
$500
A — Monthly fee
$0
A — Total contributed
$23,000
A — Target
$25,000
B — Starting balance
$6,300
B — Monthly contribution
$500
B — Monthly fee
$0
B — Total contributed
$24,300
B — Target
$25,000

Assumptions to check

  • APY, fees and contributions are assumed constant.

How this is calculated

Run the same model for each set of assumptions. Monthly interest at APY/12; add month-end deposits and subtract monthly fees.
  1. 1Keep baseline settings fixed for a one-input comparison, or enter all settings separately for a two-scenario comparison.

Assumptions and limits

  • The rate and deposit stay constant; interest may be taxable and real APY can change.
  • APY, fees and contributions are assumed constant.

Practical guide

Understanding savings goal calculator — compare starting balance

Everyday editorial team · GEOINNOVATION CO., LTD · Published · Updated

What this calculation is for

A savings-goal projection compares a target with existing money, regular deposits, interest and account fees. It is useful for a purchase that has a date, such as moving or education. Test both the balance you can reach and the contribution needed, rather than looking only at a favorable rate.

How the method works

The account is projected on a monthly schedule using the entered annual effective yield, month-end contributions and recurring fees. The resulting balance is compared with the target after the selected horizon. Reverse-solving changes one named input while holding the others fixed.

A worked example

With no interest or fees, a $6,000 goal in 12 months needs $500 per month when starting from zero. Starting with $1,200 reduces that simple contribution requirement to $400.

Assumptions and real-world differences

Bank rates and fees can change, taxes may reduce interest and goals may rise with prices. A fee exceeding the monthly deposit can erode the balance. Reverse-solving is bounded by your search range and does not select a bank or recommend an account.

Comparing two starting balance assumptions

The baseline and alternative calculations change starting balance while keeping the remaining model inputs the same. This isolates that particular assumption rather than comparing two completely different plans. Read both detailed outcomes and the B-minus-A difference in the headline’s units. A larger number is not automatically better: a larger cost and a larger savings balance have opposite interpretations.

Reproduce this tool’s example

These fixed example inputs are independent of edits you make above. Enter them in this tool to reproduce the result, then replace them with your own assumptions.

Target balance
25,000 $
Starting balance
5,000 $
Monthly deposit
500 $
Annual APY
4 %
Years to save
3 years
Monthly account fee
0 $
Alternative starting balance
6,300 $

Scenario B result: $26,157.19

Scenario A: $24,694.86. Projected savings balance.

  • Scenario A main result: $24,694.86
  • Scenario B main result: $26,157.19
  • Numeric difference (B − A), in result units: 1,462.33

Frequently asked questions

Does the goal automatically rise with inflation?
Only if a specific input or tool models that increase. Otherwise the target is fixed.
Why is the solver unable to find a target?
The chosen range may not reach it, or the selected input may have a rounded or threshold-based effect.
Can I also change other assumptions in the alternative?
This one-factor comparison deliberately holds them fixed. Use the two-scenario version when rates, costs, timing or several household inputs all differ.

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