Savings Calculator

Project how your savings grow over time with regular contributions and compound interest. See a year-by-year breakdown with growth chart.

Project how your savings grow over time by combining an initial deposit, monthly contributions, and compound interest. See a year-by-year breakdown table and growth chart showing how your balance builds, with a comparison of growth with and without regular contributions.

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For informational purposes only. Not financial advice. Calculations are estimates and may not reflect your exact situation. Consult a qualified financial adviser for personalised guidance.

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About Savings Calculator

How Savings Growth Is Calculated

The calculator compounds interest monthly and adds your contributions at the end of each month. The formula combines two parts:

Initial deposit growth: FV = PV x (1 + r/12)^(12n)

Monthly contribution growth: FV = PMT x [((1 + r/12)^(12n) - 1) / (r/12)]

Where PV is the initial deposit, PMT is the monthly contribution, r is the annual rate, and n is the number of years.

Worked example: $5,000 initial deposit, $300/month contributions, 5% annual interest, 10 years:

  • Initial deposit grows to: $5,000 x (1.00417)^120 = $8,235
  • Contributions grow to: $300 x [((1.00417)^120 - 1) / 0.00417] = $46,564
  • Total balance: $54,799
  • Total contributed: $5,000 + ($300 x 120) = $41,000
  • Interest earned: $54,799 - $41,000 = $13,799

The Power of Regular Contributions

Monthly contributions make a dramatic difference, especially over long periods. Comparison for $5,000 starting balance at 5% interest:

Monthly ContributionAfter 5 YearsAfter 10 YearsAfter 20 YearsAfter 30 Years
$0 (lump sum only)$6,416$8,235$13,564$22,325
$100$13,227$23,788$54,586$105,063
$200$20,039$39,342$95,609$187,801
$300$26,850$54,896$136,631$270,538
$500$40,472$86,003$218,676$436,013

Even $100/month turns a $5,000 deposit into $105,063 over 30 years. The $100/month saver contributes $41,000 of their own money and earns $64,063 in interest - the interest earned exceeds the contributions by over 50%.

Where to Put Your Savings

The interest rate you earn depends on where you keep the money:

Account TypeTypical Rate (2025)RiskAccessBest For
Standard savings0.5 - 2%None (FDIC/FSCS)InstantEmergency fund
High-yield savings4 - 5%None (FDIC/FSCS)InstantShort-term goals
Money market4 - 5%None (FDIC/FSCS)InstantLarger balances
CD / Fixed-term4 - 5.5%None (FDIC/FSCS)Locked for termKnown timelines
Cash ISA (UK)4 - 5%None (FSCS)Instant (flexible)Tax-free interest
Stocks & Shares ISA7 - 10% (long-term avg)Capital at riskA few days5+ year goals
Index fund / ETF7 - 10% (long-term avg)Capital at risk1-3 daysLong-term wealth

For goals under 3 years, stick to savings accounts or CDs where your principal is protected. For goals 5+ years away, the stock market has historically delivered much higher returns, though with year-to-year volatility.

How Compounding Frequency Matters

This calculator uses monthly compounding, which is standard for savings accounts. Some accounts compound daily, which produces slightly more interest:

Compounding$10,000 at 5% for 10 YearsDifference from Annual
Annually$16,289baseline
Quarterly$16,436+$147
Monthly$16,470+$181
Daily$16,487+$198

The difference between monthly and daily compounding is small ($17 on $10,000 over 10 years). The bigger factor is the interest rate itself and whether you make regular contributions. For detailed compounding frequency comparisons, see the compound interest calculator.

Savings Milestones

Setting intermediate goals keeps you motivated. Typical milestones for someone saving $300/month at 5%:

MilestoneStarting from $0Starting from $5,000
First $10,0002.6 years1.3 years
First $25,0006.0 years4.9 years
First $50,00010.8 years9.9 years
First $100,00018.2 years17.5 years

The first $100,000 is the hardest. After that, compound interest accelerates growth noticeably. The next $100,000 comes much faster because interest on the existing balance does more heavy lifting.

How Much Are People Actually Saving?

The US personal savings rate was 4.0% in February 2026, according to the Bureau of Economic Analysis, down from 4.5% in January. That sits well below the pandemic-era peak of over 30% in April 2020 and below the pre-2020 average of roughly 7%. In practical terms, a household earning $84,000 (the 2024 median) saving at 4% puts aside about $280 per month.

Emergency preparedness remains a challenge. Bankrate's 2026 Emergency Savings Report found that only 41% of Americans could cover a $1,000 emergency expense from savings, with the other 59% saying they would borrow, use a credit card, or cut spending to get by. 54% said inflation has pushed them to save less, and 60% are uncomfortable with the size of their emergency cushion. The Federal Reserve's 2024 Survey of Household Economics and Decisionmaking paints a similar picture, with a substantial share of adults unable to absorb an unexpected $400 expense without borrowing or selling something.

On the rate side, the national average US savings account APY is just 0.59% as of April 2026, while the best high-yield savings accounts pay around 4.0-4.2% AER, according to Bankrate. In the UK, the top easy-access rates sit around 4.6-4.85% AER (Moneyfacts, April 2026), well above the Bank of England base rate of 3.75%. The gap between the national average and the best available rate means choosing the right account can make a meaningful difference. On a $20,000 balance, earning 4.0% instead of 0.59% generates an extra $682 in interest per year.

How Inflation Eats Into Nominal Growth

The balance this calculator projects is the nominal figure, not its purchasing power. US CPI inflation was running at 2.8% year-on-year in March 2026 per the Bureau of Labor Statistics, and UK CPI sat at 2.6% in February 2026 per the Office for National Statistics. A savings account paying 4% APY with 2.8% inflation earns a real return of only about 1.2% per year.

To convert nominal growth to real growth, subtract the inflation rate from your APY. A 10-year projection of $10,000 at 4% compounded monthly returns $14,898 nominally. With 2.8% inflation each year, the real-terms value in today's money is roughly $11,289 - you have gained purchasing power, but far less than the sticker figure suggests. A savings account paying less than the inflation rate loses real value, which is why parking large balances in a 0.59% account is often more expensive than people realise.

Taxes on Savings Interest

Interest earned in a standard savings account is taxable in most jurisdictions, which reduces the effective APY. In the US, savings interest is taxed as ordinary income at your marginal rate - a 22% bracket saver earning 4.2% APY keeps only 3.28% net. Tax-advantaged accounts (401(k), traditional IRA, Roth IRA, HSA) defer or eliminate this drag.

In the UK, basic-rate taxpayers have a Personal Savings Allowance of £1,000 tax-free interest per year, higher-rate £500, and additional-rate £0 (HMRC, 2026/27 tax year). Interest above the allowance is taxed at your marginal income tax rate. Cash ISAs shelter up to £20,000 of new deposits per tax year from all interest tax, which is why the ISA rate is often worth 20-45% more in real terms than a non-ISA account paying the same headline AER.

Compounding Frequency - Why Monthly Is the Standard

This tool compounds monthly because nearly all US and UK savings accounts credit interest monthly. Some accounts advertise daily compounding, which adds a small amount of interest but makes minimal difference in practice. The quoted APY (Annual Percentage Yield) already accounts for the compounding frequency, so an account at 4.00% APY with daily compounding and one at 4.00% APY with monthly compounding produce the same final balance - the stated APY is the thing to compare, not the underlying nominal rate.

Common Mistakes That Quietly Cost You

Most of the money people leave on the table in savings does not come from picking the wrong investment - it comes from small process errors that compound over years.

  • Leaving large balances in a 0.5% account: On $25,000, moving from a 0.5% account to a 4% high-yield account adds about $875 a year in interest. The switch takes fifteen minutes and the balance stays FDIC/FSCS insured.
  • Ignoring the personal savings allowance: UK basic-rate taxpayers who hold more than about £25,000 outside an ISA at a 4% rate will breach the £1,000 allowance and start paying 20% tax on the excess. Filling the ISA first solves this.
  • Confusing APR with APY: APR is the flat annual rate; APY includes compounding. For savings, APY is the figure to compare. A 4.9% APR with monthly compounding is 5.01% APY - small but real.
  • Chasing introductory bonuses: An account paying 5% for three months then dropping to 2% averages about 2.75% over the year. A steady 4% account beats it, and avoids the hassle of switching.
  • Saving without a target: Open-ended savings tend to drift into spending. Naming each pot (emergency fund, holiday, house deposit) and giving each a monthly target makes the balance stick.

Tips for Consistent Saving

  • Automate transfers: Set up automatic monthly transfers on payday. You cannot spend what you do not see in your current account.
  • Start with what you can: Even $50/month is better than nothing. Increase the amount whenever your income rises.
  • Emergency fund first: Before saving for other goals, build 3-6 months of expenses in an easy-access account.
  • Separate accounts for separate goals: Keep your emergency fund, holiday fund, and house deposit in different accounts so you can track progress clearly.
  • Round up spare change: Some banks offer round-up features that save the difference to the nearest pound or dollar on every purchase.

If you have a specific savings target, the savings goal calculator tells you how much to save each month to hit it on time. For long-term investment projections, the investment return calculator models stock market growth with regular contributions.

All calculations run locally in your browser. No data leaves your device.

Sources

Frequently Asked Questions

How is compound interest calculated on savings?

Compound interest is calculated on both your original deposit and the interest that has already been earned. This calculator compounds monthly, meaning each month's interest is added to the balance before the next month's interest is calculated. Over time, this compounding effect significantly accelerates growth.

How much difference do monthly contributions make?

Monthly contributions can dramatically increase your final balance, especially over long periods. The calculator shows a direct comparison of your balance with and without contributions, so you can see exactly how much your regular deposits contribute to the total.

What interest rate should I use?

Use the annual interest rate offered by your savings account or investment. High-yield savings accounts typically offer 3-5%, while broader market investments have historically averaged around 7-10% annually. Use a conservative estimate for planning purposes.

Is this the same as compound interest?

This calculator uses compound interest with the added feature of regular monthly contributions. A basic compound interest calculator only considers an initial lump sum. This tool shows how both your initial deposit and ongoing contributions grow together over time.

Does this account for inflation or taxes?

No, this shows nominal (pre-tax, pre-inflation) growth. Your real purchasing power will be lower due to inflation. To see how inflation erodes value, try an inflation calculator. Tax treatment depends on account type - ISAs and 401(k)s may be tax-advantaged.

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