Retirement Calculator
A free online retirement calculator and retirement date calculator for India. Plan your retirement corpus, future monthly expenses and the monthly SIP you need, with inflation and life expectancy set to your own assumptions rather than someone else’s defaults.
Required Monthly SIP (To reach target)
₹25,431
Future Monthly Expenses
₹2,87,175
Adjusted for 6% inflation
Target Retirement Corpus
₹5,28,78,498
Funds age 60–80 at 9%
Adjust Parameters
Inflation is how much the cost of living rises each year. At 6%, something costing ₹50,000 today would cost about ₹2,87,175 by the time you retire.
SIP Wealth Accumulation
💡 Hover or tap any bar to explore other years
Year-by-Year SIP Accumulation
| Age | Total Invested | Interest Earned | Total Corpus |
|---|---|---|---|
| Age 31 | ₹3,05,172 | ₹16,289 | ₹3,21,462 |
| Age 32 | ₹6,10,344 | ₹64,725 | ₹6,75,069 |
| Age 33 | ₹9,15,516 | ₹1,48,522 | ₹10,64,038 |
| Age 34 | ₹12,20,688 | ₹2,71,215 | ₹14,91,903 |
| Age 35 | ₹15,25,860 | ₹4,36,695 | ₹19,62,555 |
| Age 36 | ₹18,31,032 | ₹6,49,240 | ₹24,80,272 |
| Age 37 | ₹21,36,204 | ₹9,13,556 | ₹30,49,760 |
| Age 38 | ₹24,41,376 | ₹12,34,822 | ₹36,76,198 |
| Age 39 | ₹27,46,548 | ₹16,18,731 | ₹43,65,279 |
| Age 40 | ₹30,51,720 | ₹20,71,548 | ₹51,23,269 |
| Age 41 | ₹33,56,892 | ₹26,00,165 | ₹59,57,057 |
| Age 42 | ₹36,62,064 | ₹32,12,160 | ₹68,74,224 |
| Age 43 | ₹39,67,236 | ₹39,15,872 | ₹78,83,108 |
| Age 44 | ₹42,72,408 | ₹47,20,472 | ₹89,92,881 |
| Age 45 | ₹45,77,580 | ₹56,36,050 | ₹1,02,13,630 |
| Age 46 | ₹48,82,752 | ₹66,73,702 | ₹1,15,56,455 |
| Age 47 | ₹51,87,924 | ₹78,45,637 | ₹1,30,33,562 |
| Age 48 | ₹54,93,096 | ₹91,65,283 | ₹1,46,58,379 |
| Age 49 | ₹57,98,269 | ₹1,06,47,410 | ₹1,64,45,679 |
| Age 50 | ₹61,03,441 | ₹1,23,08,268 | ₹1,84,11,708 |
| Age 51 | ₹64,08,613 | ₹1,41,65,728 | ₹2,05,74,340 |
| Age 52 | ₹67,13,785 | ₹1,62,39,451 | ₹2,29,53,236 |
| Age 53 | ₹70,18,957 | ₹1,85,51,065 | ₹2,55,70,021 |
| Age 54 | ₹73,24,129 | ₹2,11,24,356 | ₹2,84,48,485 |
| Age 55 | ₹76,29,301 | ₹2,39,85,494 | ₹3,16,14,795 |
| Age 56 | ₹79,34,473 | ₹2,71,63,263 | ₹3,50,97,736 |
| Age 57 | ₹82,39,645 | ₹3,06,89,326 | ₹3,89,28,971 |
| Age 58 | ₹85,44,817 | ₹3,45,98,513 | ₹4,31,43,329 |
| Age 59 | ₹88,49,989 | ₹3,89,29,135 | ₹4,77,79,124 |
| Age 60 | ₹91,55,161 | ₹4,37,23,337 | ₹5,28,78,498 |
How to Save for Retirement: Strategic Retirement Planning in India
Almost everyone arrives at this problem with the same question — how can I save for retirement? or, more urgently, how do I save for retirement when I have already started late? The answer is rarely a single product. It is an allocation across instruments that behave differently, so that one layer supplies safety and another supplies the growth needed to outrun inflation.
In India that allocation usually rests on four pillars. EPF forms the automatic base for salaried employees. PPF adds a guaranteed, tax-free 15-year layer. NPS contributes a low-cost market-linked component with its own additional deduction under Section 80CCD(1B). Equity mutual funds, bought steadily through a monthly SIP, then provide the long-horizon growth that the first three cannot. The younger you are, the more the equity layer does the heavy lifting; as retirement approaches, most people shift weight back toward the guaranteed layers. This calculator reflects that in its risk profiles, each of which assumes a different return both while you are accumulating and while you are drawing down.
Retirement Planning Calculator & Pension Calculation Formula
Many retirement tools size your corpus with a rule of thumb — twenty-five times your annual expenses, say. That is quick, but it hides the two assumptions that matter most: how long the money must last, and what it earns while you spend it. This retirement corpus calculator uses the Time Value of Money instead, computing the corpus as the present value of your entire retirement drawdown.
The withdrawal phase is modelled as a growing annuity-due. Let W be the first month's withdrawal at retirement, g the monthly inflation rate, i the monthly post-retirement return, N the number of months in retirement, and k = (1 + g) / (1 + i). The pension calculation formula is then:
PV = W × (1 − kN) / (1 − k) (and PV = W × N when k = 1)
The ratio k is the intuition worth carrying away. When k is below 1 your corpus grows faster than your costs and the requirement stays manageable. When inflation matches your return, k equals 1 and you simply need every rupee you will ever withdraw. When k rises above 1 — high inflation against a conservative drawdown return — the required corpus climbs sharply, because the money is losing purchasing power faster than it earns.
The accumulation phase then works backwards from that target. With r as the monthly return on your investments and n the number of months until retirement, the required SIP is P = (FV × r) / (((1 + r)n − 1) × (1 + r))— the annuity-due form, because a SIP instalment is debited at the start of the month and earns that month's return. Both phases convert annual rates using the effective monthly rate, (1 + annual)1/12 − 1.
How to Use the Retirement Date Calculator to Plan Early Retirement (FIRE)
The Target Retirement Age slider is what turns this into a retirement date calculator. Because it moves both ends of the problem at once, the effect of retiring early is larger than most people expect: every year you bring retirement forward removes a year of compounding contributions and adds a year of withdrawals.
That is the arithmetic behind the FIRE movement — Financial Independence, Retire Early. Set the slider to 40, 45 or 50 and the calculator shows what that ambition actually costs each month. Someone planning to stop at 45 with a life expectancy of 85 needs a corpus covering a forty-year drawdown, built in roughly half the working years of a conventional plan. Pair it with the Life Expectancy slider to test the risk that matters most in early retirement — living longer than you planned for — and with the inflation slider to see how sensitive the whole plan is to assumptions no one can predict with confidence.
Calculate the exact retirement corpus you need to survive inflation and maintain your current lifestyle after retiring.
Retirement Planning — Frequently Asked Questions
Corpus targets, the pension calculation formula, and how inflation reshapes the plan.
There is no single figure, because the honest answer depends on what you spend rather than what you earn. A corpus is "good" when it can fund your own inflated monthly expenses for every year between retirement and life expectancy. As a rough sense of scale, someone spending ₹50,000 a month today and retiring in 30 years faces roughly ₹2.9 lakh a month at 6% inflation, which needs a corpus in the ₹5 crore range to sustain a 20-year retirement. Change the spending, the retirement age or the inflation assumption and that number moves substantially — which is exactly why this calculator asks for all three instead of applying a fixed multiple of your salary.
Most Indian retirement plans combine three layers. EPF is the automatic base for salaried employees, deducted before you see the money and earning a government-notified rate. NPS adds a low-cost, market-linked layer with an extra deduction under Section 80CCD(1B) — if you are comparing schemes, an NPS calculator SBI or any other provider offers will show the annuity split at maturity. PPF suits anyone wanting a guaranteed, tax-free 15-year vehicle. Equity mutual funds through a monthly SIP then supply the growth that outpaces inflation over long horizons. The practical approach is to treat EPF, PPF and NPS as the stable floor, and size your equity SIP to cover whatever gap remains — which is the figure this calculator solves for.
The target corpus is the present value, at your retirement date, of every monthly withdrawal you will make until life expectancy — a growing annuity-due. Writing W for the first month's withdrawal, g for monthly inflation, i for the monthly post-retirement return, N for the number of months in retirement and k = (1 + g) / (1 + i), the pension calculation formula is PV = W × (1 − kᴺ) / (1 − k), reducing to PV = W × N in the special case where returns exactly match inflation. Withdrawals are taken at the start of each month and grow with inflation, while the untouched balance keeps earning. The required SIP is then solved from that corpus with the annuity-due future value formula, P = (FV × r) / (((1 + r)ⁿ − 1) × (1 + r)).
Move the Target Retirement Age slider and the entire timeline recalculates. Lowering it shortens the accumulation phase and lengthens the drawdown at the same time, so the required corpus rises while you have fewer years of SIPs to build it — which is why early retirement demands a disproportionately larger monthly investment. Setting retirement at 45 with life expectancy at 85 models a 40-year drawdown; setting it at 60 with the same life expectancy models 25 years. The Life Expectancy slider sets the far end of that window, so the two together define the exact number of months the corpus has to survive.
Inflation is the variable that quietly does the most damage, because it compounds on both sides of the calculation. It inflates your expenses between now and retirement, and it keeps inflating them for every year you are retired. At 6% inflation, costs roughly double every twelve years; at 8% they double in nine. What actually matters is the real return — your return minus inflation. A 9% drawdown return against 6% inflation leaves about 3% of real growth, and the corpus lasts. Push inflation to 9% against that same 9% return and the real return is zero, so the corpus must cover every rupee of withdrawals outright, which is why the required figure climbs so steeply. Move the inflation slider between 3% and 12% to see that effect directly.
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