Goal planning calculator

A goal that costs a sum today will cost more when you reach it, because prices rise. This works out the future cost and what to invest to meet it.

The monthly SIP or one-time sum needed to reach a goal, with inflation

Your figures
₹
₹10,000₹10,00,00,000
years
1 year40 years
%
1%15%
%
1%30%
Monthly SIP needed
₹15,416
What it will cost then
₹35,81,695
Or one sum invested today
₹11,53,210
Paid in through the SIP
₹18,49,897

The SIP's value at each year end

  • Invested
  • Gains
₹36 L₹1.8 L₹1.8 L₹3.7 L₹5.5 L₹7.4 L₹9.2 L₹11 L₹13 L₹15 L₹17 L₹18 L₹2 L₹4.2 L₹6.7 L₹9.5 L₹13 L₹16 L₹20 L₹25 L₹30 L₹36 LYear 1Year 3Year 5Year 7Year 9Year 10
Costs today₹20,00,000
Will cost in 10 years₹35,81,695

Prices rising 6% a year: the SIP above is worked out to reach the cost then, not the cost today.

What if

5 more years to it

₹9,499

₹5,917 lower

A return 2% higher

₹13,666

₹1,750 lower

Prices rising 2% slower

₹12,742

₹2,674 lower

How it is worked out

Future cost = cost today × (1 + inflation)^years

Monthly SIP needed = future cost ÷ (((1 + i)ⁿ − 1) ÷ i × (1 + i)), with i the monthly rate and n the months; one-time sum needed = future cost ÷ (1 + r)^years

About goal planning calculator

The goal planning calculator works out what a goal that costs a sum today will cost when it falls due, after inflation, and the monthly SIP or the single sum that would reach that cost. Inflation is the yearly rise in prices.

What it works out

Enter what the goal costs today, the years to it, the inflation a year and the return expected on the investment. The page returns the future cost, the monthly SIP needed, a one-time sum that would reach the same cost, and the total paid in through the SIP. A SIP, or systematic investment plan, is a fixed amount invested every month.

The formulas

Future cost is the cost today multiplied by (1 + inflation) raised to the number of years. Monthly SIP is the future cost divided by what ₹1 put in at the start of every month would grow to by the goal date at the monthly rate. The monthly rate is the yearly return divided by 12. The one-time sum is the future cost divided by (1 + return) raised to the number of years.

The page's example

The page opens with a goal costing ₹20,00,000 today, 10 years away, with 6% inflation and a 12% return. The future cost is ₹20,00,000 × 1.06 to the power 10, which is ₹35,81,695. The monthly SIP that grows to that sum in 120 months is ₹15,416, and one sum invested today would need to be ₹11,53,210. Changing one input shows the effect: five more years lowers the monthly SIP, as does a higher return or slower inflation.

Inflation in India

The Reserve Bank of India works to a consumer price inflation level of 4%, with a tolerance band of 2% to 6%. The government kept this framework for 1 Apr 2026 to 31 Mar 2031. The calculator accepts inflation from 1% to 15% a year, so any rate can be tested, and costs such as education or medical care can rise faster than the general index.

What it leaves out

Inflation and return are held steady for the whole period, while real markets move year to year. Taxes, fund expenses and exit charges are not deducted. The SIP is assumed to run without a break at the same amount every month. The result is arithmetic on the inputs entered, not a forecast of any fund's return.