Error message

  • Deprecated function: Creation of dynamic property Drupal\tablefield\TableValue::$value is deprecated in Drupal\Core\TypedData\TypedData->setValue() (line 102 of core/lib/Drupal/Core/TypedData/TypedData.php).
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  • Deprecated function: Creation of dynamic property Drupal\tablefield\Plugin\Field\FieldFormatter\TablefieldFormatter::$ModuleHandler is deprecated in Drupal\tablefield\Plugin\Field\FieldFormatter\TablefieldFormatter->__construct() (line 57 of modules/contrib/tablefield/src/Plugin/Field/FieldFormatter/TablefieldFormatter.php).
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  • Warning: Undefined array key "caption" in Drupal\tablefield\Plugin\Field\FieldFormatter\TablefieldFormatter->viewElements() (line 150 of modules/contrib/tablefield/src/Plugin/Field/FieldFormatter/TablefieldFormatter.php).
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Retirement Calculator

Work out the corpus your retirement actually needs — and the monthly SIP that gets you there — from your age, expenses and expected returns.

What this retirement calculator works out

Retirement planning is one long question: how much is enough? This calculator answers it in three linked numbers — what your current monthly expenses will have grown to by the day you retire, the corpus that can fund those expenses for the rest of your life, and the monthly SIP that builds that corpus in the years you have left.

The model is deliberately simple and stated in the open. Your expenses today are inflated to your retirement date; the corpus is sized to pay an inflation-linked income from retirement until your planned life expectancy while the balance keeps earning; and the SIP is whatever monthly investment reaches that corpus at your assumed pre-retirement return. Your retirement age must be later than your current age — the gap between the two is your entire saving window.

The corpus formula

Corpus = E × 12 × [1 − ((1 + g) ÷ (1 + r))ᴺ] ÷ (r − g)

  • E — your monthly expense inflated to retirement day: today's expense × (1 + inflation)ᵀ
  • T — years from now until retirement; N — years from retirement to your planned life expectancy
  • g — the inflation rate; r — the expected return after retirement (both as decimals)

This is the present value, on retirement day, of a growing annuity: a first-year spend of E × 12 that rises with inflation every year for N years, while the remaining corpus keeps earning r. The monthly SIP is then the corpus divided by the future value of ₹1 invested monthly at the pre-retirement return for T years, each instalment at the start of its month. When the post-retirement return exactly equals inflation, the formula simplifies to E × 12 × N ÷ (1 + r) — the calculator handles that case automatically.

How to use this calculator

  1. Set your age today and your retirement age — retirement must be later than today.
  2. Enter your monthly expenses today. Count the lifestyle you expect to continue; EMIs that will end before retirement can be left out.
  3. Set expected inflation — 6% is a common planning assumption.
  4. Set the return before retirement, while the money is growing (12% is a common long-run equity assumption).
  5. Set the return after retirement, usually lower because the corpus shifts to safer assets (the default is 8%).
  6. Choose the age to plan expenses till — the corpus is sized to last exactly that long.

The results show your monthly expenses at retirement, the corpus needed on retirement day, and the monthly SIP that gets you there — with the chart splitting the corpus into what you invest and what growth adds.

A worked example

Age 30, retiring at 60, spending ₹50,000 a month today — 6% inflation, 12% return before retirement, 8% after, expenses planned till 85:

  • Monthly expenses at retirement: ₹2,87,174.56 — today's ₹50,000 lifestyle after 30 years of 6% inflation
  • Retirement corpus needed: ₹6,43,23,085.75 — about ₹6.43 crore
  • Monthly SIP to get there: ₹18,222.28

Over 30 years that SIP puts in ₹65,60,021.68 — growth contributes the remaining ₹5,77,63,064.07, nearly 90% of the corpus.

Starting at 30 versus starting at 40

Scenario Corpus needed Monthly SIP
Age 30 to 60 — ₹50,000/month, 6% inflation, 12% / 8% returns, till 85 ₹6,43,23,086 ₹18,222
Age 40 to 60 — ₹60,000/month, 5% inflation, 11% / 7% returns, till 80 ₹3,00,25,110 ₹34,370

Two independent scenarios pinned in the engine's regression tests — the assumptions differ between rows, so read each on its own terms. The pattern is the point: a shorter saving window forces a much larger monthly SIP even when the corpus itself is smaller.

Retirement planning questions, answered

Quick answers on the model, the return assumptions to use, and how retirement money is taxed.