Skip to content
Tejo Tools
Menu
Finance toolsProcessed on your device

SIP calculator

Work out what a monthly SIP may grow to at a return you pick. Everything is calculated on your device.

% a year
years
Result

Your result will appear here.

What it does

The SIP calculator works out the arithmetic of a monthly SIP at a steady yearly return:

The result updates as you type. It calculates; it doesn’t tell you what to invest in.

How to use it

  1. Type your monthly investment.
  2. Type the expected return as a yearly percentage.
  3. Type the period in whole years.
  4. Select Copy result to put the figures on your clipboard.

The calculator remembers your numbers on this device, so they’re there the next time you open the page.

How it’s calculated

The calculator follows the usual Indian SIP convention: the monthly rate i is the yearly rate divided by 12, and each payment is made at the start of a month. With the monthly investment P and the number of monthly payments n:

FV = P × ((1 + i)^n − 1) ÷ i × (1 + i)

For 5,000 a month at 12% a year over 10 years, i = 0.01 and n = 120, so FV is 1,161,695.38. At 0%, FV = P × n.

Each payment grows for the months it’s invested: the first for all n months, the last for one month. The calculator adds these exactly and rounds the total half up to whole cents once, so no rounding builds up along the way.

The return is assumed to be the same every month. Fees, exit loads and tax aren’t included.

Good to know

Privacy

Everything is calculated in your browser, on your device. Nothing you type is uploaded. Only your numbers are kept, in this browser’s storage, so the page can show them again.

Frequently asked questions

What is a SIP?

A SIP, or systematic investment plan, puts the same amount into a fund every month instead of one lump sum. 5,000 a month for 10 years puts in 600,000 in total; at 12% a year, this calculator estimates it at 1,161,695.38.

How is the estimated value worked out?

With the monthly rate i = the yearly rate ÷ 12 and n monthly payments, FV = P × ((1 + i)^n − 1) ÷ i × (1 + i). Each payment is made at the start of a month, the usual Indian SIP convention, so every payment earns a full month before the next one. At 0%, FV = P × n.

Why can the real value be different?

The calculator uses one steady return for every month. A real fund's returns vary from month to month and year to year, and fees, exit loads and tax take a share. The figure shows the arithmetic at the return you type, not what a fund will do.

Does it handle a step-up SIP?

No. It works out a SIP with the same payment every month. A step-up SIP raises the payment each year, which this calculator doesn't model.