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TinySolve

SIP Calculator

Project what a monthly investment could grow to, and how much of it is returns.

Runs in your browser — nothing you type is sent anywhere

12%
10 years

Estimated value

₹11,61,695

after 10 years at 12% a year

You invest
₹6,00,000
Estimated returns
₹5,61,695
Growth on what you put in
94%

This is a projection, not a forecast. It assumes a steady return every year, which no market delivers. Real returns arrive unevenly, and a fund can lose money over any given period. Use it to compare scenarios, not to plan on a number.

About the SIP Calculator

A systematic investment plan puts a fixed amount into a fund every month. The appeal is not that it beats investing a lump sum — over the long run a lump sum usually wins, because the money is in the market longer — but that it removes the need to decide when to invest, and turns a large, intimidating decision into a small automatic one.

The calculation compounds each instalment for the months remaining after it is paid. Contributions are treated as arriving at the start of each month, which is when a SIP mandate actually debits, so every instalment earns one extra month of growth. Leaving that detail out understates the result by a full month's return — a small-looking difference that becomes substantial over twenty years.

What the split reveals is more interesting than the total. Over ten years at a typical equity return, roughly half the final value is money you put in and half is growth. Over twenty years the growth portion dominates completely. That widening gap is the entire argument for starting early, and it is visible here by dragging the time slider.

The number this produces is a projection, not a forecast. It assumes the same return every single year, which no market has ever delivered — real returns arrive unevenly, and equity funds lose money over plenty of individual years. Use it to compare scenarios against each other, never to plan on a specific figure.

Everything is calculated in your browser and nothing about your finances is transmitted.

How to use the SIP Calculator

  1. Choose SIP or lump sum

    SIP for a fixed amount every month, lump sum for a single investment left to grow.

  2. Enter the amount

    For a SIP this is the monthly instalment, not the total you expect to invest.

  3. Set an expected return

    Equity funds are often modelled at 10 to 12% a year over long periods, debt funds considerably lower. It is an assumption, not a promise.

  4. Compare time horizons

    Drag the years slider. The proportion that is growth rather than your own money rises sharply the longer you leave it.

Frequently asked questions

How is SIP return calculated?
Each instalment compounds for however many months remain after it is paid, using the formula P × [((1+i)^n − 1) ÷ i] × (1+i), where i is the monthly rate. The trailing term accounts for instalments arriving at the start of each month rather than the end.
What return should I assume?
Long-run equity index returns in India have historically averaged around 11 to 12% a year before inflation, but with enormous variation year to year. Debt funds are far lower. Whatever you pick is an assumption, so it is worth running a pessimistic figure as well as an optimistic one.
Is a SIP better than investing a lump sum?
Usually not, mathematically — money invested earlier spends longer compounding, so a lump sum typically ends ahead. A SIP wins on behaviour rather than arithmetic: it removes the need to time the market and makes investing a habit rather than a decision.
Are these returns guaranteed?
No. This assumes a steady annual return, which markets do not provide. Real returns arrive unevenly and funds can and do lose money over any given period, including several consecutive years. Past performance does not predict future returns.
Does this account for tax or fund charges?
No. The figure is before the fund's expense ratio and before any tax on gains, both of which reduce what you actually receive. Subtract roughly the expense ratio from your assumed return for a more realistic projection.