Investing calculator

Regular Investment Calculator

Estimate how regular monthly contributions can grow over time, including SIP-style investing, dollar-cost averaging, inflation-adjusted value, and long-term goal planning.

In India this is often called SIP. In the US and UK, the same regular-investing idea is usually called recurring investing, automatic investing, regular contributions, or dollar-cost averaging.

Monthly investing SIP-style investing Dollar-cost averaging ISA / 401(k)-style contributions Inflation-adjusted value Goal planning

Free, no sign-in, transparent formula, educational estimate. Returns are assumptions, not guarantees.

Educational projection only — not investment, tax, or financial advice. Returns are assumptions, not guarantees, and real results vary with markets, fees, taxes, inflation, and timing.

Your regular investment$500 monthly

The core of the projection: how much you invest, for how long, and the return you assume. In India this is the SIP amount; elsewhere it is your monthly contribution or dollar-cost-averaging amount.

$

The amount you invest each period.

15 years

Staying invested longer gives earlier contributions more time to compound.

7.0%

Use a cautious long-term assumption. This is not guaranteed. Higher returns usually involve higher risk.

%

Shows what the future amount may be worth in today's purchasing power.

Want a starting balance, fees, taxes, weekly/quarterly contributions, step-ups, or a target goal? Switch to or mode above.

What your regular investment result means

Moderate assumptionDescribes the 7.0% return you entered, not the safety of an investment. Higher assumed returns carry more risk and are not guaranteed.
  • About 43% of your projected value comes from growth and 57% from your own contributions. Growth becomes a bigger share the longer you stay invested.
  • Inflation meaningfully erodes buying power: at 3.0% inflation, $158,481 is worth about $101,723 in today's money — roughly 36% less. Judge progress against the inflation-adjusted value, not the headline figure.
  • Over this horizon, extra time has a slightly larger effect than extra contributions: one more year adds about $17,653, a little more than a 10% larger contribution would ($15,848).

These notes are generated from your inputs to help you read the result. They are not financial advice.

Visual breakdown

Projected growth over time

Your contributions and estimated growth, stacked to the projected value each year.

YearContributionsGrowthValue
1$6,000$196$6,196
2$12,000$841$12,841
3$18,000$1,965$19,965
4$24,000$3,605$27,605
5$30,000$5,796$35,796
6$36,000$8,580$44,580
7$42,000$11,999$53,999
8$48,000$16,099$64,099
9$54,000$20,929$74,929
10$60,000$26,542$86,542
11$66,000$32,995$98,995
12$72,000$40,347$112,347
13$78,000$48,665$126,665
14$84,000$58,018$142,018
15$90,000$68,481$158,481
Show data as a table
YearContributionsGrowthValue
1$6,000$196$6,196
2$12,000$841$12,841
3$18,000$1,965$19,965
4$24,000$3,605$27,605
5$30,000$5,796$35,796
6$36,000$8,580$44,580
7$42,000$11,999$53,999
8$48,000$16,099$64,099
9$54,000$20,929$74,929
10$60,000$26,542$86,542
11$66,000$32,995$98,995
12$72,000$40,347$112,347
13$78,000$48,665$126,665
14$84,000$58,018$142,018
15$90,000$68,481$158,481
More charts — contributions vs growth, inflation, scenarios & sensitivity

Your contributions vs estimated growth

How much of the projected value you put in versus what growth added.

PartAmount
Total contributions$90,000
Estimated growth$68,481
Show data as a table
PartAmount
Total contributions$90,000
Estimated growth$68,481

Nominal vs inflation-adjusted value

The real line shows today's purchasing power after inflation.

YearNominalReal
Y1$6,196$6,016
Y2$12,841$12,103
Y3$19,965$18,271
Y4$27,605$24,526
Y5$35,796$30,878
Y6$44,580$37,335
Y7$53,999$43,907
Y8$64,099$50,601
Y9$74,929$57,427
Y10$86,542$64,396
Y11$98,995$71,516
Y12$112,347$78,798
Y13$126,665$86,253
Y14$142,018$93,891
Y15$158,481$101,723
Show data as a table
YearNominalReal
Y1$6,196$6,016
Y2$12,841$12,103
Y3$19,965$18,271
Y4$27,605$24,526
Y5$35,796$30,878
Y6$44,580$37,335
Y7$53,999$43,907
Y8$64,099$50,601
Y9$74,929$57,427
Y10$86,542$64,396
Y11$98,995$71,516
Y12$112,347$78,798
Y13$126,665$86,253
Y14$142,018$93,891
Y15$158,481$101,723

Conservative, base, and optimistic assumptions

Same plan, different return assumptions. These are not predictions — they show how sensitive the result is.

ScenarioProjected value
Lower return (4.0%)$123,045
Base case (7.0%)$158,481
Higher return (10.0%)$207,235
Show data as a table
ScenarioProjected value
Lower return (4.0%)$123,045
Base case (7.0%)$158,481
Higher return (10.0%)$207,235

Contribution sensitivity

Projected value if you changed your contribution amount, all else equal.

ContributionProjected value
50% ($250)$79,241
75% ($375)$118,861
Current ($500)$158,481
125% ($625)$198,101
150% ($750)$237,722
200% ($1,000)$316,962
Show data as a table
ContributionProjected value
50% ($250)$79,241
75% ($375)$118,861
Current ($500)$158,481
125% ($625)$198,101
150% ($750)$237,722
200% ($1,000)$316,962

Compare return scenarios

A single return assumption can be misleading, because small differences compound into large gaps over many years. As rough context, an assumption under 5% a year is usually called conservative, 5–8% moderate, and above 8% aggressive — these describe the assumption, not the safety of any investment. The lower and higher cases below sit an equal distance either side of your base return so you can see how sensitive the result is.

± 3.0%

How far the lower and higher scenarios sit from your base return.

ScenarioReturn assumptionProjected valueEstimated growthInflation-adjustedDifference vs base
Conservative4.0%$123,045$33,045$78,978-$35,436
Base case7.0%$158,481$68,481$101,723
Optimistic10.0%$207,235$117,235$133,016+$48,754

These scenarios describe assumptions, not predictions, and none is labelled good, safe, or bad. They show how sensitive the result is to the return you assume.

Year-by-year projection

Preview of the first 5 years — expand for the full 15-year schedule, or download it from the results panel.

Year 1$6,196
Contributions this year
$6,000
Total contributions
$6,000
Estimated growth
$196
Inflation-adjusted
$6,016
Year 2$12,841
Contributions this year
$6,000
Total contributions
$12,000
Estimated growth
$841
Inflation-adjusted
$12,103
Year 3$19,965
Contributions this year
$6,000
Total contributions
$18,000
Estimated growth
$1,965
Inflation-adjusted
$18,271
Year 4$27,605
Contributions this year
$6,000
Total contributions
$24,000
Estimated growth
$3,605
Inflation-adjusted
$24,526
Year 5$35,796
Contributions this year
$6,000
Total contributions
$30,000
Estimated growth
$5,796
Inflation-adjusted
$30,878
YearContributions this yearTotal contributionsEstimated growthProjected valueInflation-adjusted
1$6,000$6,000$196$6,196$6,016
2$6,000$12,000$841$12,841$12,103
3$6,000$18,000$1,965$19,965$18,271
4$6,000$24,000$3,605$27,605$24,526
5$6,000$30,000$5,796$35,796$30,878

Quick answers

What is a regular investment calculator?

A regular investment calculator estimates how money grows when you invest a fixed amount at regular intervals — for example every month — and let it compound at an assumed rate of return. It projects the future value, how much you contributed, and how much came from growth. It is an educational estimate from your assumptions, not a guarantee.

Is this the same as a SIP calculator?

Yes. A SIP (Systematic Investment Plan) calculator is the Indian name for the same idea: investing a fixed amount on a schedule. The compounding math is identical to a monthly-investment, dollar-cost-averaging, or recurring-contribution calculator used elsewhere — so this tool works as a SIP calculator and a global regular-investment calculator.

What return rate should I use?

Use a cautious long-term assumption that fits the type of asset and its risk, and try a range rather than one figure. Returns are not guaranteed and vary year to year. A common approach is to compare a conservative, a base, and an optimistic assumption, which the scenario section does automatically.

Does this calculator include inflation?

Yes. When inflation adjustment is on, it shows the inflation-adjusted (real) value — what the projected amount could buy in today’s money — alongside the headline figure. A large future balance buys less after years of rising prices, so the real value is often the better gauge of progress.

SIP, dollar-cost averaging, and regular investing — what is the difference?

They are mostly different names for the same habit: investing a fixed amount at regular intervals and letting it compound. SIP — a Systematic Investment Plan — is the term used in India, most often for monthly mutual-fund investing. Dollar-cost averaging is the common US term for investing equal amounts at regular intervals regardless of price. In the UK and much of the world, people simply call it regular investing or regular contributions.

The behaviour is identical in each case. Because you invest on a schedule rather than all at once, you buy more units when prices are lower and fewer when they are higher, which averages out your purchase price and removes the pressure of trying to time the market. The mathematics — the future value of a stream of contributions earning a compounding return — is the same whatever the local name.

Recurring contributions to a 401(k), IRA, workplace pension, or a Stocks & Shares ISAfollow the same compounding pattern, but each comes with its own tax treatment, contribution limits, employer matching, and withdrawal rules that differ by country and account. This calculator estimates the compounding math that all of them share; it does not apply any country’s specific tax or account rules. For those, check an official source or a qualified professional.

SIP vs lump sum vs the Investment Calculator

This page is built for recurring investing. Use the right tool for your situation:

Investing monthly (SIP / DCA)

Stay here. This calculator focuses on regular contributions, step-ups, and contribution sensitivity.

You have a one-time amount

Use the Investment Calculator → Lump Sum mode to project a single deposit.

Mutual fund fees / expense ratio

Use the Mutual Fund Calculator for expense-ratio and exit-load impact.

Withdrawing from a portfolio

Use the Retirement Withdrawal Calculator for the drawdown phase.

In India, SIPs are most often used for mutual fund investing. This calculator does not recommend any fund; returns are assumptions, not guaranteed, and expense ratios, taxes, exit loads, and market volatility change real results.

Formula used for regular investment growth

The projection is built from the standard future-value-of-contributions formulas below. When inflation, fees, taxes, changing contributions, or contribution pauses are enabled, the calculator applies the projection step-by-step across the yearly schedule rather than relying on a single closed-form equation.

Future value of regular contributions

FV = PMT × [ ((1 + i)ⁿ − 1) / i ]

The end-of-period (ordinary annuity) form: each contribution compounds for the periods that remain. At a 0% rate it simplifies to FV = PMT × n.

Beginning-of-period contributions

FV = PMT × [ ((1 + i)ⁿ − 1) / i ] × (1 + i)

The annuity-due form, used when you contribute at the start of each period — every contribution gets one extra period of growth.

Including a starting balance

FV = P × (1 + i)ⁿ + contribution future value

A one-off amount already invested grows on its own and is added to the future value of the contributions.

Inflation adjustment

Real value = FV / (1 + inflation)ⁿ

Converts the nominal projection into today’s purchasing power, so a big future number is judged in real terms.

Variable glossary

  • PMT — the regular contribution each period
  • P — starting balance (a one-off amount already invested)
  • i — periodic return rate (annual return ÷ periods per year)
  • n — number of periods (years × periods per year)
  • FV — projected future value

Worked example

Suppose you invest $500 a month for 20 years at an expected 7% annual return, starting from $0, contributing at the end of each month, with 3% inflation. Over 240 months you contribute $120,000. Figures are rounded to the nearest thousand; the live calculator above shows exact numbers.

Total contributions

$120,000

Projected future value

~$260,000

Estimated growth

~$140,000

Inflation-adjusted value

~$144,000

The return assumption matters more than almost anything else over 20 years. Keeping everything else the same, a 5% return projects to about $206,000, while a 9% return projects to about $334,000. That spread — from one assumption — is why it is worth comparing a conservative, base, and optimistic case rather than trusting a single number.

A mistake to avoid

Do not compare a future projected amount with today’s expenses without adjusting for inflation. In this example the headline $260,000 is worth only about $144,000 in today’s money after 3% inflation — judge the goal against the inflation-adjusted value, not the nominal figure.

India / SIP example (in rupees)

A monthly SIP of ₹5,000 for 15 years at an assumed 12% return (end of each month) means total contributions of ₹9 lakh (₹5,000 × 180 months). The projected corpus is about ₹25 lakh, of which roughly ₹16 lakh is growth. These figures are illustrative; mutual-fund returns vary and are not guaranteed, and they exclude fund expenses and taxes.

Common ways to use this regular investment calculator

Monthly investing

The most common use: enter how much you can invest each month, your time horizon, and a cautious return assumption to see how the balance could build. Because contributions compound for the time they stay invested, starting earlier often matters more than investing a larger amount later. Switch on inflation to see the real value too.

SIP-style mutual fund investing

In India, regular fund investing is usually done through a Systematic Investment Plan. Enter your monthly SIP amount, the number of years, and an expected return to project the corpus and the growth portion. Use the India/SIP example for a rupee illustration, and remember that fund returns vary and are not guaranteed.

Dollar-cost averaging into ETFs or index funds

Dollar-cost averaging means investing the same amount at regular intervals regardless of price. Use the calculator to project how steady contributions into a broad fund could grow at an assumed long-run return, and compare conservative and optimistic scenarios to see how sensitive the result is to that assumption.

Retirement contributions

Model recurring contributions toward retirement, optionally with an annual step-up as your income rises. The calculator shows the compounding math, but it does not apply employer matching, contribution limits, or withdrawal rules — those depend on your country and account, so treat the figure as a general projection.

Stocks & Shares ISA-style investing

In the UK, many people invest regularly through a Stocks & Shares ISA. Use the tool to estimate how monthly contributions could grow at an assumed return, with an inflation-adjusted view. It does not model ISA allowances or tax rules, which can change, so check current limits separately.

Education fund planning

Planning for school or university costs is a classic regular-investing goal. Set the years until you need the money and a monthly amount, then use goal mode to estimate the contribution required to reach a target. Because the horizon is often fixed, the inflation-adjusted value is especially worth checking.

Long-term savings goals

For any multi-year goal — a home deposit, a sabbatical, a big purchase — the calculator turns a target into a monthly contribution, or a monthly contribution into a projected total. Goal mode solves for the missing piece: required contribution, starting balance, time, or return.

Comparing monthly contribution amounts

Not sure whether to invest a little more each month? The contribution-sensitivity chart shows the projected value at a range of contribution levels, all else equal, so you can see what a higher or lower amount could mean over your horizon without re-running the numbers by hand.

Understanding inflation-adjusted value

A large future balance can be misleading once you account for rising prices. Switch on inflation to see the real value — what the projected amount could buy in today’s money — and avoid comparing a future figure directly with today’s costs.

When this calculator may not be enough

This tool estimates the compounding math of regular investing. For the situations below, you will need account-specific tools or professional guidance:

  • Country-specific tax rules on investment gains, dividends, or withdrawals
  • Employer match calculations and contribution limits
  • Pension or retirement withdrawal rules and sequencing
  • Portfolio rebalancing across multiple assets
  • Highly volatile investments, where year-to-year swings dominate
  • Guaranteed deposits with special or stepped compounding rules
  • Active trading strategies and market timing
  • Exact fund or broker statements and reconciliations
  • Expense ratios and taxes that change over time

Frequently asked questions

What is a regular investment calculator?

It estimates how a fixed amount invested at regular intervals — usually monthly — could grow over time at an assumed rate of return. It shows the projected future value, your total contributions, the estimated growth, and an inflation-adjusted value. The output is an educational projection based on the figures you enter, not a forecast or a guarantee.

Is this the same as a SIP calculator?

Yes. SIP (Systematic Investment Plan) is the term used in India for investing a fixed amount on a schedule, and the underlying compounding math is identical to a monthly-investment or dollar-cost-averaging calculator used elsewhere. You can use this page as a SIP calculator and as a global regular-investment calculator.

What is SIP?

SIP stands for Systematic Investment Plan, a popular way in India to invest a fixed amount at regular intervals, most often monthly, usually into mutual funds. Because you invest on a schedule rather than all at once, you buy more units when prices are low and fewer when they are high, which averages your purchase price over time.

What is dollar-cost averaging?

Dollar-cost averaging means investing equal amounts at regular intervals regardless of price. It is the common term in the US and is the same behaviour as SIP-style investing. The aim is to remove the pressure of timing the market and to keep investing consistently through both rising and falling markets.

How do monthly contributions compound over time?

Each contribution earns a return for the time it stays invested, and those returns then earn returns of their own. The earliest contributions compound the longest, so over long horizons the growth portion can become much larger than the amounts you put in. This calculator sums the future value of every contribution to project the total.

What return rate should I use?

Choose a cautious long-term assumption that matches the asset type and its risk, and test a range. Returns are not guaranteed and swing from year to year, sometimes sharply. Comparing a conservative, base, and optimistic assumption — as the scenario section does — gives a more honest picture than a single number.

Is a regular investment better than lump-sum investing?

It depends on circumstances. In steadily rising markets, investing a lump sum early can win because the money is working sooner. In volatile markets, spreading contributions can reduce timing risk. For most people investing from income, regular contributions are simply the natural fit. This is general context, not a recommendation.

Does this calculator include inflation?

Yes. With inflation adjustment switched on, it shows the inflation-adjusted (real) value next to the nominal projection, so you can see roughly what the future balance is worth in today’s purchasing power. Real value is usually the better measure when planning against future costs.

Does this calculator include taxes and fees?

Optionally, in advanced mode. You can add an annual platform or fund fee, which reduces the effective growth rate, and a simplified tax on growth. These are deliberately simplified estimates — real tax rules and investment costs vary by country, account type, and over time, so confirm specifics with an official source or a qualified professional.

Can I use this for 401(k), IRA, pension, or ISA contributions?

You can use it to estimate the compounding math behind those recurring contributions, but it does not model their specific tax rules, employer matching, contribution limits, or withdrawal conditions, which differ by country and account. Treat the result as a general growth projection and check the rules for your specific account.

Can I use this for mutual funds or ETFs?

Yes, as a general projection of how regular contributions could grow at an assumed return. It does not predict any specific fund’s performance and excludes fund-specific costs unless you add a fee. It does not recommend any fund or product — it only shows the compounding math for the assumptions you enter.

Are the returns guaranteed?

No. Investment returns are not guaranteed and can be negative. The smooth growth shown here assumes a constant return, which real markets do not deliver — actual results vary with market performance, fees, taxes, inflation, and timing. Use the figures as an illustration of how regular investing works, not as a promise of any outcome.

Why are my real results different from the calculator?

Real markets do not return a fixed rate each year, so actual balances rise and fall around the smooth projection. Fees, taxes, fund costs, paused or missed contributions, and the order of good and bad years all change the outcome. The calculator is a planning estimate, not a record of what any account will actually do.

How does increasing my contribution each year affect the result?

Raising your contribution each year — sometimes called a step-up — can meaningfully increase the projected value, because the larger amounts also compound. In advanced mode you can set an annual contribution increase to model pay rises. Even small annual increases can add up substantially over a long horizon.

How CalculatorMatters checks this calculator

  • Formula checked against standard future-value-of-contributions math
  • Outputs tested against worked examples computed by hand
  • Sources drawn from investor-education references (SEC/Investor.gov, FINRA, FCA, gov.uk)
  • Results are shown as educational estimates from your assumptions
  • No investment recommendation is made and no product is endorsed
  • Errors can be reported and corrected

Last reviewed: June 2026 · Method: formula-based projection with a yearly schedule.

Reviewed by the CalculatorMatters Editorial Team. This is educational information, not investment advice, and no investment recommendation is made. Found an error? corrections@calculatormatters.com.

Sources & references

This calculator uses standard future-value math; the references below are investor-education sources we cross-check against. External links open in a new tab.

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Investment disclaimer

Returns are assumptions, not guarantees. Actual results may vary because of market performance, taxes, fees, inflation, and timing. This is an educational projection, not investment advice, and it does not recommend any fund, product, or strategy.

Built and maintained by Calculator Matters, an independent calculator project. Method checked against published formulas and primary sources · Last reviewed June 2026 · How we calculate · Found an error? corrections@calculatormatters.com