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Savings Calculator

How long until you reach your savings goal? Project your balance over time and compare accounts side by side. Works in any currency.

$
How much do you want to save?
$
How much can you save each month?
%
Expected annual interest rate on your savings
$
Amount you already have saved (can be 0)
Estimates only. Past returns do not guarantee future results.

Try a worked example

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How to Use This Calculator

Tab "Savings Goal" 🎯

Enter your goal amount (e.g. $20,000 emergency fund), your monthly contribution, the expected annual interest rate, and any existing savings. The calculator tells you how many months it will take to reach your goal, the exact target date, and how much interest you'll earn along the way.

Tab "Growth Projection" 📈

Enter an initial lump-sum deposit, a monthly contribution, an annual rate, and a time horizon in years. See your projected balance at each milestone, how much of it is contributions vs interest, and the Rule of 72 doubling time for your rate.

Tab "Compare Accounts" ⚖️

Enter the same monthly contribution and time horizon for all three accounts, then set a different interest rate (and optional name) for each. Instantly see which account grows fastest and how much extra you earn by choosing a higher-rate option.

Use the currency selector (top right of the calculator) to switch between $, £, €, ₹, ¥, R$, and ₱ — all math is identical, only the symbol changes.

The Formulas

Future value with monthly compounding:
FV = P × (1 + r/12)^n + C × [(1 + r/12)^n − 1] / (r/12)

Where:
P = initial deposit
C = monthly contribution
r = annual interest rate (decimal, e.g. 0.05 for 5%)
n = number of months

Months to reach a goal (Goal tab):
Solved numerically — binary search on n until FV ≥ goal (60 iterations, <0.001 month precision)

Rule of 72 (approximate doubling time):
Years to double ≈ 72 ÷ annual rate (%)

Interest earned:
Interest = Final balance − Total contributions

Interest is compounded monthly (12 periods per year). Contributions are assumed to be made at the end of each month (ordinary annuity). All values are nominal — no inflation or tax adjustment.

Worked Examples

Example 1 — $20,000 Emergency Fund

You want to build a $20,000 emergency fund from scratch. You can save $800 per month in a high-yield savings account paying 4.5% per year.

Goal amount$20,000
Monthly contribution$800
Annual interest rate4.5%
Months to goal24 months (2 years)
Total contributed$19,200
Interest earned$873

The 4.5% interest shaves roughly a month off the timeline compared to saving with no interest. Try the scenario button above to load these numbers directly.

Example 2 — 10-Year Growth Projection

You deposit $1,000 today and add $200 per month to an account earning 5% per year for 10 years.

Initial deposit$1,000
Monthly contribution$200
Annual rate5%
Final balance (10 years)$32,364
Total contributed$25,000
Interest earned$7,364

Interest accounts for 23% of the final balance — and that share grows rapidly the longer you leave the money invested.

Example 3 — Compare 3% vs 5% vs 7% over 15 Years

You save $500 per month for 15 years. The only variable is where you keep your money.

Standard savings (3%)$116,547
High-yield savings (5%)$133,209
Index fund (7%)$153,696
Total contributed$90,000
Extra earned: 7% vs 3%$37,149

The same $500 per month earns $37,000 more over 15 years simply by choosing a 7% vehicle over a 3% one. The index fund balance assumes no taxes or fees and a constant 7% return — actual returns vary.

Savings Account Types at a Glance

Account typeTypical rateRiskBest for
Standard savings0.5–2%None (FDIC/FSCS insured)Emergency fund, short-term goals
High-yield savings (HYSA)4–5% (2025)None (insured)Emergency fund, 1–3 year goals
Money market account4–5%None (insured)Large balances, easy access
Certificate of deposit (CD)4–5.5%None (insured, locked in)Fixed-term goals, no withdrawals
Index fund (stocks)7–10% historical avg.Market riskLong-term goals (5+ years)
Bond fund3–6%Low–moderateMedium-term, lower volatility

Rates shown are approximate as of 2025 and vary by provider and country. Index fund returns are historical averages and are not guaranteed.

Frequently Asked Questions

It depends on your monthly contribution and interest rate. Saving $800/month at 4.5% takes about 24 months. At $500/month with no interest it takes 40 months. Use the Savings Goal tab to enter your exact numbers and get a personalised timeline with a target date.
The Rule of 72 is a quick mental shortcut: divide 72 by your annual interest rate to estimate how many years it takes to double your money. At 6% it takes roughly 12 years; at 9% it takes 8 years. The Growth Projection tab shows this automatically. It is an approximation — the calculator uses the exact compound interest formula for precise results.
No — all results are in nominal (today's dollars) terms. To get an inflation-adjusted estimate, subtract expected inflation from your rate. For example, if your account pays 5% and inflation is 3%, enter 2% as the rate to see real purchasing-power results. This is sometimes called the "real rate of return."
Monthly compounding means interest is calculated and added to your balance 12 times per year. Annual compounding adds it once per year. Monthly compounding produces slightly more interest over time — a $10,000 deposit at 5% annual rate grows to $10,511.62 with monthly compounding vs $10,500 with annual. This calculator uses monthly compounding, which is standard for savings accounts.
A common rule of thumb: keep 3–6 months of expenses in a liquid savings account (your emergency fund), then invest additional savings in index funds for long-term goals. Savings accounts are safe and accessible but typically earn less. Index funds carry market risk but historically outperform cash over 10+ year periods. Use the Compare Accounts tab to model both scenarios with your own numbers.

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