Investment

Goal Planner

Education, marriage or any life-goal SIP plan, inflation included.

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Works for any dated goal — a child's education, a marriage, a car, or the down payment on a house. Enter today's price; the calculator inflates it to the year you need the money.

yr
%
%
₹
Monthly SIP needed₹15,416or ₹11.53 L as a lumpsum today
Future cost of the goal₹35.82 L₹20 L at today's prices
Gap to fund₹35.82 LSavings grow to ₹0
Year-by-year plan
YearInvestedValueGain
1₹1,84,992₹1,97,469₹12,477
2₹3,69,984₹4,19,981₹49,997
3₹5,54,976₹6,70,714₹1,15,738
4₹7,39,968₹9,53,246₹2,13,278
5₹9,24,960₹12,71,610₹3,46,650
6₹11,09,952₹16,30,350₹5,20,398
7₹12,94,944₹20,34,588₹7,39,644
8₹14,79,936₹24,90,094₹10,10,158
9₹16,64,928₹30,03,368₹13,38,440
10₹18,49,920₹35,81,739₹17,31,819

A goal planner works backwards from something you want to buy or pay for on a known date — a child's education, a marriage, a car, a house down payment — and tells you what to invest every month to get there. It inflates today's cost to the year you need the money, subtracts what your existing savings will have grown into, and converts the shortfall into a monthly SIP.

The step most people skip is the first one. A goal that costs ₹20 lakh today does not cost ₹20 lakh in ten years; at 6% inflation it costs about ₹35.8 lakh. Planning against today's price quietly guarantees a shortfall, which is why this calculator always shows the future cost alongside the SIP that actually funds it.

How is the required SIP calculated?

Three steps. First, the goal is inflated: future cost = today's cost × (1 + inflation)^years. Second, money you have already set aside grows at your expected return: future value of savings = current savings × (1 + return)^years, and the gap is future cost − that value, floored at zero. Third, the gap is turned into a monthly SIP with contributions at the start of each month (an annuity-due): SIP = gap × i ÷ (((1 + i)ⁿ − 1) × (1 + i)), where i is the monthly return and n the number of months.

Take a ₹20,00,000 goal ten years away, with 6% inflation, a 12% expected return and nothing saved yet. The future cost works out to ₹35,81,695, and since there are no savings to offset it the whole amount is the gap. Filling it needs a SIP of ₹15,416 a month for 120 months — or a single lumpsum of ₹11,53,210 invested today. Add ₹5,00,000 of existing savings to a bigger example — a ₹50,00,000 goal 15 years out at 8% inflation and 11% returns — and the ₹1,58,60,846 future cost is met by ₹23,92,295 from those savings plus a ₹29,352 monthly SIP.

How to use this calculator

  • Enter what the goal costs at today's prices — the current fee, sticker price or budget, not a guess at the future number.
  • Set the years until you need the money. Under three years, treat the equity return assumption with caution.
  • Choose an inflation rate for that specific goal: 6% for general spending, but 8–10% for education and healthcare, which inflate far faster.
  • Set the expected return to match how you will invest — 11–12% for an equity-heavy SIP over 7+ years, 7–8% for debt or hybrid funds over shorter horizons.
  • Add anything already earmarked for this goal so the SIP only has to fill the real shortfall.
  • Read off the monthly SIP, then open the year-by-year table to see how invested capital and growth split over time.

Planning goals in India

Education-cost inflation in India runs well ahead of headline CPI. Engineering, medical and MBA fees at private institutions have compounded at roughly 8–12% a year, and an overseas degree adds currency movement on top. Planning a college fund at 6% general inflation is one of the most common ways Indian families end up short, so set the inflation slider to match the goal rather than the economy — the same applies to weddings and to healthcare-linked goals.

SIP or lumpsum is mostly a question of what you have. A lumpsum invested today has the longest possible compounding runway and needs the smallest total outlay, which is why the calculator shows both numbers; a SIP suits salaried cash flow and averages out entry prices across market cycles. For goals under three years, the answer is neither — money you need soon belongs in a short-duration debt fund, an FD or an RD, not in equity. Finally, revisit the plan once a year: fees rise, markets deviate from your assumption, and a small annual step-up in the SIP is far easier than discovering a large gap in the final year.

Frequently asked questions

Why does the calculator inflate my goal's cost?

Because you will pay tomorrow's price, not today's. A ₹20 lakh goal at 6% inflation costs about ₹35.8 lakh in ten years, so a plan built around ₹20 lakh would fall roughly 44% short. Inflating first is what makes the SIP number honest.

What inflation rate should I use for a child's education?

Use 8–10% rather than the general 6%. Private school, engineering, medical and MBA fees in India have historically risen far faster than consumer inflation, and an overseas degree adds rupee depreciation on top of local fee increases.

Should I invest a lumpsum or start a SIP?

If you already have the money, a lumpsum wins mathematically because it compounds for the full period — the calculator shows the lumpsum equivalent alongside the SIP. If you are funding the goal from salary, a SIP fits your cash flow and averages your purchase price across market cycles. Many people do both: a lumpsum now, topped up by a monthly SIP.

What return should I assume?

Match it to the horizon. For goals seven years or further away, an equity-oriented portfolio at 11–12% is a reasonable long-run assumption; for three to seven years use 8–10% with a hybrid mix; for under three years use 6–7% and stay in debt funds or deposits.

What if I cannot afford the SIP the calculator shows?

You have four levers: give the goal more time, reduce its scope, start smaller and step the SIP up by 10% each year with your increments, or part-fund it another way — an education loan, for instance, which is deductible under Section 80E. Starting a smaller SIP now beats waiting until you can afford the full amount.

How often should I review the plan?

Once a year, and after any major change in income, expenses or the goal itself. Re-run the calculator with the updated cost and the value your investments have actually reached; small annual corrections are far easier to absorb than a large shortfall discovered in the final year.

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Disclaimer: results are estimates based on the inputs and published rules/rates, for information only — not investment, tax or legal advice. Verify important decisions with a qualified professional. See our full disclaimer.