Savings goal and emergency fund calculator

Find the monthly amount needed to reach a target. Include money already saved and an expected rate of return to compare different plans.

Plan your savings

Returns are compounded monthly and each contribution is added at the end of the month.

Required each month

$499.18

Total contributed

$69,902.14

Estimated return

$30,097.86

Contribution share of final value70%

Projected savings balance

Month 1Month 120

Hover, tap or focus a column to see its exact value.

Monthly savings plan

Detailed values use the same assumptions as the summary above.

Monthly savings plan
MonthStarting balanceContributionReturn for monthEnding balance
1$10,000.00$499.18$50.00$10,549.18
2$10,549.18$499.18$52.75$11,101.11
3$11,101.11$499.18$55.51$11,655.81
4$11,655.81$499.18$58.28$12,213.27
5$12,213.27$499.18$61.07$12,773.52
6$12,773.52$499.18$63.87$13,336.57
7$13,336.57$499.18$66.68$13,902.44
8$13,902.44$499.18$69.51$14,471.14
9$14,471.14$499.18$72.36$15,042.68
10$15,042.68$499.18$75.21$15,617.07
11$15,617.07$499.18$78.09$16,194.34
12$16,194.34$499.18$80.97$16,774.50

The result is a mathematical scenario, not a guarantee of future returns.

How the required contribution is calculated

First, the calculator projects the future value of current savings. It then spreads the remaining target across monthly contributions and applies compound growth to each contribution.

How much to save each month for a financial goal

A savings goal calculator works backward from a target amount and deadline. It first projects the money already saved, then solves for the equal end-of-month contribution required to close the remaining gap.

The calculation is useful for an emergency fund, down payment, major purchase or any target with a known amount and time horizon.

Build a savings plan

1. Define the target

Enter the total amount you want available at the end of the plan.

2. Add current savings

Include money already reserved for the goal so its future growth reduces the amount still required.

3. Test the deadline

Compare different terms and returns to find a monthly amount that fits your cash flow.

Monthly contribution formula

PMT = (FV − P(1 + r)ⁿ) × r ÷ ((1 + r)ⁿ − 1)

FV is the target, P is current savings, r is the monthly rate and n is the number of months. When the rate is zero, the remaining target is divided evenly across the term.

If current savings can already grow to the target under the chosen assumptions, the required new contribution is zero.

Savings goal example

For a $100,000 goal in 10 years with $10,000 already saved and a 6% nominal annual return, the calculator solves the monthly deposit and shows how much of the target comes from contributions versus estimated growth.

Use the result realistically

Emergency-fund targets

A common approach is to multiply essential monthly expenses by the number of months of coverage you want, then use that amount as the target.

Variable returns

For short-term goals held in cash, use the account rate. For invested goals, test a lower-return scenario and remember that losses can occur near the deadline.

Contribution cadence

The current model assumes equal end-of-month deposits. Weekly or irregular deposits with the same timing will produce a slightly different result.

Turn the savings result into a workable plan

Top savings-goal pages connect the target amount, deadline, starting balance, recurring deposit, and expected yield. The most useful answer is not a single required deposit; it is a plan that remains feasible when the target price changes or a contribution is missed.

Set the target in future dollars

If the purchase is years away, today’s price may understate the amount you will need. Increase the target for expected price growth or run a separate inflation scenario. Give the deadline a specific month so the number of deposits matches the real saving window.

Check the deposit against cash flow

A required contribution should fit after essential spending and emergency savings. If it does not, compare a later deadline, a lower target, and a larger initial deposit before assuming an aggressive return. A plan that only works with unusually high growth has little room for error.

Build in a margin

Fees, missed deposits, and unexpected price changes can create a shortfall. Consider reaching the target early or adding a buffer to the amount. Then calculate a zero-return or low-return case to see how much of the plan is supported by your own deposits.

A resilient goal plan

  • Use a future target price.
  • Choose a specific deadline.
  • Keep the deposit affordable.
  • Add a time or amount buffer.

How to compare scenarios

Save a baseline, then change only one input at a time: amount, rate, term, or recurring payment. Record the supporting outputs as well as the headline result—contributions, interest, total cost, remaining balance, or target date. This isolates the assumption that actually changes the decision instead of hiding it inside several simultaneous edits.

Do not tune every assumption until the calculator produces a preferred answer. Start with a cautious case, follow with a central case, and treat the favorable case as an upside scenario. A calculator result is not a lender quote, market forecast, or tax determination; actual dates, rounding, fees, contract rules, and required payments must be checked in primary documents.

Keep enough precision in the inputs and round only the output used for a decision. If the estimate supports a transaction, loan, tax calculation, or long-term plan, repeat it with figures from the contract or official statement. Any difference helps identify the assumption that still needs verification.

Savings goal questions

What if I already have enough saved?

The calculator reports a required monthly contribution of zero when the projected current balance reaches the target.

Should I include inflation in the target?

For a future purchase, estimate its future cost first or increase the target to reflect expected inflation.

Is the rate guaranteed?

No. It is an input for comparing scenarios, not a promise of account or investment performance.

Are contributions made at the beginning or end of each month?

They are modeled at the end of each month.

Updated: July 28, 2026