SIP Calculator

Model a monthly SIP with optional annual step-ups and a lump sum, separating contributions from projected growth.

By Avinash Verma · editorial standards Last reviewed: Formula v1.0 · How we calculate

Inputs

Changing the currency updates number formatting and the displayed symbol only. It does not apply any country-specific tax, lending, insurance or regulatory rules.

How to use this calculator

Start with your monthly SIP amount, the annual return you want to assume, and how long you'll stay invested. Two optional fields change the picture meaningfully:

  • Annual step-up: raises the SIP by a fixed percentage every year, the way most fund houses' step-up/top-up facilities work. Matching it to your own expected salary growth keeps your investing rate roughly constant as a share of income: for example, a 7% step-up turns a ₹10,000 SIP into ₹10,700 a month in year two.
  • Initial lump sum: money invested on day one alongside the SIP, useful when you're deploying a bonus and starting a SIP at the same time.

The chart stacks what you invested against what compounding added, and the table tracks both year by year. The fourth metric always shows the step-up counterfactual (with a 10% step-up if you left it at zero, without one if you set it), so the comparison is one glance away.

How a SIP works

A SIP, short for systematic investment plan, is a standing instruction to buy mutual fund units for a set amount on a recurring date. The number of units changes with the fund's NAV. A lower NAV buys more units and a higher NAV buys fewer, but this averaging does not guarantee a profit or a better return than investing earlier. Its practical feature is regularity: the purchase happens on schedule without requiring a fresh timing decision each month.

The default projection shows the shape of the outcome: ₹10,000 a month for 15 years at an assumed 12% grows to about ₹49.96 lakh, of which ₹18 lakh is your money and ₹31.96 lakh is growth, a 2.78× multiple on what you put in. Stretch the same SIP to 20 years and it reaches roughly ₹98.93 lakh: the last five years contribute nearly as much as the first fifteen, which is the compounding argument for starting early and not interrupting.

Step-up SIPs are the practical upgrade most plans miss. A SIP that stays at ₹10,000 for 15 years shrinks year after year relative to a growing salary. Adding a 10% annual step-up to the default plan lifts the maturity value from ₹49.96 lakh to about ₹85.98 lakh, a ₹36 lakh improvement, of which ₹20.13 lakh is extra money you invested and the rest is growth on it. You invest more in total (₹38.13 lakh vs ₹18 lakh), but the increases arrive gradually, in step with income.

One distinction worth knowing before you compare this projection with a fund factsheet: this calculator assumes a constant return every year, while real SIP returns are reported as XIRR, the internal rate of return across your actual dated purchases, which can differ noticeably from the fund's headline point-to-point return. Both are legitimate numbers; they're just answers to different questions.

Formula and methodology

A level SIP with end-of-month installments is a future-value annuity:

FV = C × [(1 + i)n − 1] ⁄ i
  • C monthly SIP amount; i monthly rate = annual return ÷ 12
  • n number of installments (months)

With an annual step-up of s, each year's installments are (1 + s) times the previous year's, so the calculator simulates month by month rather than using a single closed form. The same engine produces the year-by-year table. An initial lump sum adds a P(1 + i)n term on top.

For the defaults: i = 0.12 ⁄ 12 = 0.01 and n = 180, giving (1.01)180 = 5.9958 and FV = 10,000 × (5.9958 − 1) ⁄ 0.01 ≈ ₹49,95,802, matching the headline result to the rupee.

Worked example

Example: ₹10,000/month for 15 years at 12%, with and without step-up

Flat SIP: 180 installments totalling ₹18,00,000 grow to ₹49,95,802, for gains of ₹31,95,802.

10% annual step-up: the SIP becomes ₹11,000/month in year two, ₹12,100 in year three, and so on. Total invested rises to ₹38,12,698, and the maturity value to ₹85,97,871.

The step-up lifts the modeled outcome by almost three-quarters, but it also requires the contribution to rise each year. Check that the later amounts fit your budget. Return sensitivity is also substantial: the same flat SIP projects to ₹41.45 lakh at 10% and ₹60.58 lakh at 14%, which is why one assumed return should not be treated as a forecast.

What changes the result

  • Duration. The flat default SIP reaches ₹23 lakh in 10 years, ₹49.96 lakh in 15, and ₹98.93 lakh in 20 under the same 12% assumption. A longer horizon adds both contributions and compounding periods.
  • Return assumption. At 10% instead of 12%, the default lands at ₹41.45 lakh; at 14%, ₹60.58 lakh. Run more than one rate and treat each result as a scenario.
  • Step-up percentage. Linking it to real salary growth keeps the plan sustainable; setting 10% when raises run 5% eventually forces a downgrade, which breaks the discipline that makes SIPs work.
  • Expense ratios come straight out of returns — a fund charging 1.5% more than another needs to outperform by that much every year just to tie.

Assumptions and limitations

  • Real equity-fund returns are volatile, not a smooth 12% — actual SIP outcomes depend on the sequence of good and bad years, and reported fund returns use XIRR over actual dates. This projection is a planning centerline.
  • Results are pre-tax. Indian mutual fund taxation (LTCG/STCG rates, holding-period rules) has changed several times; check the current rules before assuming a net figure.
  • Installments are modeled on time every month; skipped or paused months reduce the outcome below the projection.
  • No exit loads, expense ratios, or advisory fees are modeled — net them out of the return you enter.

Frequently asked questions

Is a SIP better than investing a lump sum?

They describe different cash flows. A lump sum is available on day one, while SIP contributions usually arrive over time. At the same assumed return, earlier money has more time to compound, but a real investment also experiences changing prices and risk. Use the Lump Sum Calculator for capital available now and this page for recurring contributions.

What return should I assume for an equity SIP?

The 12% default is an editable illustration, not a forecast or expected entitlement. Use a net return assumption that fits the fund category and fees you are considering, then test lower rates. Historical performance does not establish what your holding period will deliver.

Does rupee-cost averaging increase my returns?

Not reliably, and it's healthier to know that upfront. Averaging lowers your cost per unit relative to the average NAV, but in a generally rising market, money invested later simply buys less. What averaging genuinely does is reduce the impact of any single badly-timed purchase and make investing automatic. The discipline is the product; the averaging is a side effect.

What is XIRR and why does my fund app show a different return?

XIRR is the annualized rate that reconciles all your dated installments with the current value — the correct measure for SIP-style investing, since every installment has a different holding period. A fund's advertised 12% point-to-point return can coexist with a SIP XIRR of 9% or 15% in the same fund, depending on when your installments landed. Compare your XIRR against this calculator's assumed rate, not against the factsheet headline.

How are SIP gains taxed?

Each installment is a separate purchase with its own holding period, so units sold are matched first-in-first-out and taxed by how long that specific installment was held. Rates and thresholds for equity LTCG/STCG have been revised repeatedly in recent years, so check the current rules (or a tax adviser) before netting the projection. This calculator deliberately shows pre-tax figures.

Should I pause my SIP when markets fall?

A lower NAV means the same installment buys more units, but that fact alone is not a reason to continue or pause. Review the goal, cash flow, emergency reserves, fund suitability and costs. This calculator can show the effect of a smaller or missed contribution, but it cannot assess the investment itself.