How to calculate savings goal
Monthly = (goal − saved × (1 + r)^n) × r ÷ ((1 + r)^n − 1), where r = rate ÷ 12
Worked example. Save per month: $357.49.
Example inputs — Savings goal: $10,000; Already saved: $1,000; Months to reach it: 24; Annual interest rate (%): 4. Starting values are illustrative.
From George Guju, founder of Calculyn · Educational calculator guidance, not professional advice.
How it works
Your existing savings grow with interest, and each monthly deposit earns interest too. This works out the monthly amount that gets you to the goal on time.
Using the savings goal estimate
This month-based planner works backward from a target amount and a deadline. It estimates the regular monthly saving needed after allowing for growth of the money already reserved. Months are useful for near-term goals because they make the number of deposits explicit. The result is most practical when it becomes a repeatable allocation in your budget rather than a promise that a chosen interest assumption will fund the shortfall.
Step-by-step inputs
- Savings goal. Enter the target balance you want available at the deadline. Include predictable purchase costs rather than only the headline price. Starting example: $10,000 .
- Already saved. Use the amount already dedicated to this target. Do not include an emergency fund you intend to keep untouched. Starting example: $1,000 .
- Months to reach it. Count monthly deposits available before you need the money. A deadline fewer than a full month away may not allow a normal deposit cycle. Starting example: 24 .
- Annual interest rate (%) (Advanced options). Enter a hypothetical annual nominal rate. The engine uses one-twelfth each month and assumes it remains unchanged throughout the target period. Starting example: 4 .
Worked example with the starting values
Using the starting inputs, the estimate is Save per month: $357.49 .
The existing balance grows for the entire period. The monthly contribution closes the gap between that future balance and the goal. The result also separates total new deposits from modeled interest, making it easier to see whether the plan depends mainly on savings effort or growth.
- Goal
- $10,000
- Your savings will grow to
- $1,083
- Total you'll deposit
- $8,580
- Interest earned
- $420
Compare months to reach it scenarios
All other inputs stay at their starting values. These are modeled comparisons, not quotes, predictions or individual recommendations.
| Months to reach it | Save per month |
|---|---|
| 12 | $733.02 |
| 24 | $357.49 |
| 36 | $232.38 |
Make a useful comparison
Compare nearby deadlines, such as an earlier and later purchase month. A few additional deposits can reduce the required amount more predictably than increasing the rate assumption. Keep the target constant while comparing timelines so the effect is clear.
Build the required contribution into your budget. If the planner leaves a monthly shortfall, change the saving timeline or spending plan before committing to a purchase. Reaching a target should not require skipping debt minimums or essential bills.
Recalculate from the current balance after a windfall, missed deposit or changed price. The original estimate assumed a regular path; updating the remaining months and amount makes the plan reflect actual progress rather than an old target.
Common mistakes to avoid
- Interest is neither a substitute for the deposit nor necessarily guaranteed. A promotional yield or changing account rate can alter the ending balance.
- Do not mix an annual savings commitment with the monthly output. The headline is the amount for each month, not for the whole year.
- Account taxes, fees, withdrawal restrictions and price inflation are not separately modeled. A target balance can be reached without covering all the practical costs of the goal.
Assumptions & limitations
- Results are rounded for display.
Formula and assumptions reviewed October 2026 by the Calculyn team. How we build our calculators
Frequently asked questions
Where should I keep goal savings?
A high-yield savings account keeps the money safe, separate and earning interest.
Can I plan without interest?
Yes. Set the annual rate to zero to spread the remaining savings gap across the available months.
What should I change after missing a deposit?
Update the amount already saved and the months remaining. The new result will reflect the remaining gap rather than assuming the old deposit happened.
