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Finance & money·Interest Savings

Savings Goal Calculator

Estimate months to reach a target with starting balance, monthly deposits, and APY. Fully client-side — no account, uploads, or remote storage.

Added Apr 18, 2026 · Updated Jun 27, 2026

Quick examples

Input

Result

Enter a value for savings goal to see your result.

How it works

Calculates how many months it will take to reach a savings goal given your current balance, monthly contribution, and annual interest rate. Uses the future value annuity formula solved for the number of periods.

Formula

n = log((Goal·r + PMT) / (PV·r + PMT)) / log(1 + r)

Goal
Target savings amount
PV
Current savings (present value)
PMT
Monthly contribution
r
Monthly interest rate (annual rate ÷ 12 ÷ 100)
n
Number of months to reach the goal

Step by step

  1. 01Add any lump sum to the current savings to get the effective starting balance.
  2. 02If inflation adjustment is on, inflate the goal to its future value using the inflation rate.
  3. 03Subtract starting balance from the (adjusted) goal to find the remaining amount needed.
  4. 04Convert the annual rate to a monthly rate.
  5. 05Use the solved annuity formula to find the number of months needed.
  6. 06Multiply months by the monthly contribution and add starting balance for total contributions.

Examples

$10k goal, $2k saved, $400/month, 4%

Starting with $2,000 and contributing $400/month at 4% interest, you'd reach $10,000 in about 20 months.

Inputs

Savings goal:
10000
Current savings:
2000
Monthly contribution:
400
Annual interest rate:
4

Result

Time to reach goal:
20 months (1 year 8 months)
Note: If the annual rate is 0%, the calculation is simple division: (goal − current) ÷ monthly. The formula assumes interest is compounded monthly.

Frequently asked questions

What interest rate should I use?

Use the annual percentage yield (APY) from your savings account. High-yield savings accounts in 2024 often offer 4–5% APY. A standard savings account may offer 0.01–0.5%.

Does this account for taxes on interest?

No. Interest earned in a regular savings account is taxable income. For a more accurate projection, reduce the interest rate by your marginal tax rate (e.g. 4% × (1 − 0.22) ≈ 3.1% after-tax).

What if I miss months or contribute unevenly?

The math assumes steady monthly deposits. Lumpy contributions change the path slightly because less principal earns interest early. Re-run with your actual average contribution when planning.

Should I include employer match in the monthly number?

Yes for retirement accounts if match vests predictably — it is part of your savings rate. For pure emergency-fund goals, exclude match since it may be locked in a 401(k).