Step-up SIP calculator

A step-up SIP raises the monthly instalment once a year, usually in step with a pay rise: a 10% step-up turns ₹10,000 a month into ₹11,000 a month in the second year.

What a monthly investment grows to when you raise it by a fixed share every year

Your figures
₹
₹500₹5,00,000
%
0%50%
%
1%30%
years
1 year40 years
Value at the end₹34 L
Invested
₹19,12,491
Gains
₹14,61,835
Value at the end
₹33,74,326
Without the step-up
₹23,23,391

Value at each year end

  • Invested
  • Gains
₹34 L₹1.2 L₹1.2 L₹2.5 L₹4 L₹5.6 L₹7.3 L₹9.3 L₹11 L₹14 L₹16 L₹19 L₹1.3 L₹2.9 L₹4.8 L₹7.1 L₹9.8 L₹13 L₹17 L₹22 L₹27 L₹34 LYear 1Year 3Year 5Year 7Year 9Year 10

What if

Raise it 5% more a year

₹41,18,727

₹7,44,401 higher

5 more years

₹86,83,849

₹53,09,523 higher

A return 2% lower

₹30,45,852

₹3,28,474 lower

How it is worked out

The instalment is raised by the step-up at the start of each new year. Each instalment is paid at the start of its month and earns that month's return, a twelfth of the yearly rate, compounded monthly.

The figure shows what a steady rate would give, not what any fund will earn.

The largest funds' NAV and returns

By average assets over the latest quarter. Each fund's page has its NAV history and what a monthly SIP in it became.Every fund

About step-up SIP calculator

The step-up SIP calculator works out what a monthly mutual fund investment could be worth when the instalment rises by a fixed percentage every year, usually in line with income. It sets the result against the same plan kept flat.

What a step-up means

A SIP (systematic investment plan) puts a fixed sum into a fund every month. In a step-up SIP the sum is raised once a year by a set percentage. With a 10% step-up, a ₹10,000 instalment becomes ₹11,000 in the second year and ₹12,100 in the third.

The inputs

The page takes four inputs: the first monthly instalment (₹500 to ₹5,00,000), the yearly raise (0% to 50%), the expected return a year (1% to 30%) and the period (1 to 40 years). Setting the raise to 0% gives an ordinary SIP.

How it is worked out

There is no single short formula, because the instalment changes every year. The calculation takes each instalment, adds it at the start of its month, and grows it at one-twelfth of the yearly return for every month until the end, compounded monthly. The final value is the sum of all those grown instalments. Invested is the sum of the instalments paid. Gains is the value at the end minus the amount invested.

Worked example: ₹10,000 a month, a 10% yearly raise, 12% expected return, 10 years. The tenth-year instalment is ₹10,000 × 1.1 nine times over, about ₹23,579. The amount invested is ₹19,12,491 and the value at the end ₹33,74,326, so gains are ₹14,61,835. The same ₹10,000 kept flat for 10 years gives ₹23,23,391 on ₹12,00,000 invested.

The comparison with a flat SIP

Without the step-up is the starting instalment kept unchanged for the whole period at the same return. The gap between the two figures is what the yearly raise adds. Because later instalments are larger but have less time to grow, a raise adds more over a longer period, and most of the extra value comes from the extra money put in.

What it leaves out

The return is treated as steady every year. Real fund returns vary from year to year, so the actual value at the end can differ widely from the figure shown. The result is not a forecast for any fund. Fund charges, taxes on gains, inflation and missed instalments are not modelled. Other calculators can give different results for the same inputs, because compounding and timing assumptions differ.