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A LIC maturity calculator answers the question every policyholder eventually asks: how much will I actually receive when my policy matures? The answer is not simply the sum assured printed on your policy document. It includes accumulated bonuses that LIC declares year after year, and for long-term policies, a final additional bonus that can significantly boost your corpus. Understanding how these components interact — and using a reliable LIC maturity calculator — transforms a vague future promise into a concrete financial figure you can plan around.
A LIC maturity calculator projects the lump sum you will receive when your endowment or money-back policy completes its term. It does not simply return your sum assured. It aggregates three distinct components: the basic sum assured, the simple reversionary bonuses declared by LIC over the policy term, and any final additional bonus that applies at maturity.
The calculation is not a straightforward interest formula. LIC bonuses are declared annually as a fixed amount per thousand of sum assured. Once declared, they vest — meaning they become guaranteed obligations of the corporation — but they do not compound. They accumulate linearly. A policy with a ₹5,00,000 sum assured that earns a reversionary bonus of ₹45 per thousand per year will accumulate ₹22,500 in bonuses annually. Over twenty years, that is ₹4,50,000 in bonuses alone, on top of the ₹5,00,000 sum assured.
This linear accrual is why policy term length matters so much. Doubling the term does not double the maturity amount — it more than doubles it, because bonuses accumulate for twice as many years while the sum assured remains constant. A LIC maturity calculator handles this accrual logic automatically, removing the need to track bonus rates year by year.
The mathematical relationship is elegant in its simplicity, but the variables require careful attention:
For an endowment plan, the survival benefits component is zero. For money-back policies, where you receive periodic payouts during the policy term, those payouts are deducted from the final maturity amount. This is why money-back policy maturity values are lower than endowment policy maturity values with identical sum assured and term.
The accumulated reversionary bonus is the sum of every annual bonus declaration over the policy term. If the bonus rate is ₹B per thousand sum assured and the policy term is N years, the accumulated bonus is:
This assumes a constant bonus rate, which is a simplification. LIC revises bonus rates periodically based on its investment performance, mortality experience, and expense management. A calculator that lets you adjust the assumed bonus rate gives you a more nuanced projection than one that locks in a single rate for the entire term.
LIC declares three distinct types of bonuses for participating policies. Each plays a different role in the final maturity calculation, and confusing them leads to inaccurate expectations.
Simple Reversionary Bonus is the annual bonus declared as a percentage or per-thousand amount of the sum assured. It vests immediately upon declaration and is payable at maturity or death, whichever occurs first. It is called "reversionary" because it reverts to the policyholder — it is not paid out annually but accumulates for future payment. Once declared, it cannot be withdrawn by LIC.
Final Additional Bonus (FAB) is a one-time bonus paid at maturity or death for policies that have run for a specified minimum duration, typically fifteen years or more. FAB is declared at the time of claim or maturity and its rate depends on the sum assured and policy term. It is not guaranteed in advance because LIC decides the rate only when the policy reaches maturity. A LIC maturity calculator must therefore treat FAB as an estimate, not a certainty.
Loyalty Addition is paid on certain policies that have been in force for a long duration. It is calculated on a per-thousand sum assured basis at the end of the term. Not all policies qualify — LIC specifies which plans are eligible, and the addition is typically associated with whole-life and certain endowment plans.
Not all LIC policies calculate maturity the same way. The policy structure determines which components apply and how they interact.
| Policy Type | Maturity Components | Bonus Participation | Key Consideration |
|---|---|---|---|
| Endowment | Sum Assured + SRB + FAB | Yes, full term | Highest maturity among traditional plans |
| Money-Back | Sum Assured + SRB + FAB − Survival Benefits | Yes, but on reduced base | Periodic payouts reduce final corpus |
| Whole Life (Jeevan Umang) | Sum Assured + SRB + FAB at age 100 | Yes, entire term | Survival benefits paid annually from year 3 |
| Jeevan Anand | Sum Assured + SRB + FAB; risk cover continues after maturity | Yes, during premium term | Lifelong cover without additional premium |
| Jeevan Labh | Sum Assured + SRB + FAB | Yes, during limited premium term | Limited premium paying term, longer coverage |
Jeevan Anand deserves particular attention because its maturity calculation is followed by continued life cover. After the policy matures and you receive your maturity amount, the death benefit remains in force for the rest of your life. This is a distinct feature — you receive the maturity corpus and your nominee still receives the sum assured upon your death. No other traditional LIC plan offers this combination.
Jeevan Labh uses a limited premium paying term. You might pay premiums for sixteen years on a twenty-five year policy. Bonuses, however, accrue for the full twenty-five years. The maturity amount therefore exceeds what you would expect from a simple premium-to-maturity ratio, because the bonus accumulation period is longer than the premium payment period.
Using a free LIC maturity calculator is straightforward, but the quality of your output depends entirely on the accuracy of your inputs. Here is the correct sequence.
The calculator returns a breakdown table showing each component — sum assured, accumulated bonus, final additional bonus, and the net maturity amount. Examine this breakdown rather than just the headline figure. It tells you which component contributes most to your maturity value and where your policy's growth is concentrated.
Consider a policyholder who purchased LIC New Jeevan Anand with a sum assured of ₹10,00,000. The policy term is twenty years, and the premium paying term is also twenty years. The policyholder entered at age thirty.
Assume LIC declares a simple reversionary bonus of ₹48 per thousand sum assured annually throughout the term, and a final additional bonus of ₹80 per thousand at maturity. The calculation proceeds as follows:
The policyholder receives ₹20,40,000 at maturity. The sum assured component is only 49% of the total. Bonuses account for the remaining 51%. This illustrates why understanding bonus mechanics is essential — the headline sum assured is not the number that matters most for long-term endowment policies.
If the same policyholder had chosen a thirty-year term instead, the accumulated bonus would more than double even if the annual bonus rate remained unchanged, because bonuses accrue for ten additional years. The final additional bonus rate would also likely be higher for a longer term. A LIC maturity calculator makes this sensitivity visible without manual arithmetic.
Manual calculation using the formula above is feasible for a rough estimate. It becomes unreliable when bonus rates change over the policy term, which they almost always do. LIC revises bonus rates periodically, and a policy that ran from 2010 to 2030 will have experienced multiple rate changes. A manual calculation that assumes a constant rate produces a number that may be off by tens of thousands of rupees.
A calculator that incorporates historical bonus rate trends and allows you to model rate changes gives a more accurate projection. It also handles the compounding of final additional bonus rates and the proportional reduction for paid-up policies. For any policy with more than ten years remaining, the calculator is the more reliable tool.
The tax treatment of LIC maturity proceeds depends on when the policy was issued and the premium amount. Under Section 10(10D) of the Income Tax Act, maturity proceeds are exempt from tax if the annual premium does not exceed 10% of the sum assured. For policies issued after 1 April 2023, a further condition applies: if the aggregate annual premium across all non-ULIP life insurance policies exceeds ₹5,00,000, the maturity proceeds become taxable.
This threshold applies per policyholder, not per policy. If you hold three LIC policies with annual premiums of ₹2,00,000 each, your aggregate premium is ₹6,00,000 — above the threshold — and the maturity proceeds of policies issued after April 2023 become taxable under "Income from Other Sources."
The maturity amount is the sum of your basic sum assured, accumulated simple reversionary bonuses, and any final additional bonus. For money-back policies, survival benefits already paid are deducted. The exact calculation depends on your policy type and the bonuses LIC has declared during your policy term.
Under Section 10(10D), maturity proceeds are tax-exempt if the annual premium does not exceed 10% of the sum assured. For policies issued after April 2023, if the total annual premium across all policies exceeds ₹5 lakh, the maturity amount becomes taxable. Always verify your specific situation with a tax advisor.
Yes, you can estimate it manually using the formula: Maturity Amount = Sum Assured + (Bonus Rate × Sum Assured × Policy Term). However, bonus rates are declared annually and can vary. A dedicated LIC maturity calculator handles the complex bonus accrual logic and gives you a more accurate projection.
Sum assured is the guaranteed amount your policy promises to pay on maturity or death. Maturity amount is what you actually receive at the end of the policy term, which includes the sum assured plus accumulated bonuses. The maturity amount is always higher than the sum assured for participating policies.
Absolutely. Longer policy terms mean more years of bonus accumulation, which significantly increases your maturity amount. A 25-year policy will typically generate a much larger maturity corpus than a 15-year policy with the same sum assured, because bonuses accrue annually and compound over time.
If you stop paying premiums after at least two full years, the policy becomes paid-up. You remain covered for a reduced sum assured, and the policy continues to participate in bonuses. The final maturity amount will be proportionally lower based on the number of premiums you actually paid versus the original premium paying term.
In summary, a LIC maturity calculator transforms the opaque into the actionable. It takes the sum assured printed on your policy, adds the bonuses that LIC declares year after year, and gives you a number you can use for retirement planning, education funding, or any other long-term financial goal. The key is to use accurate inputs, understand which bonus components apply to your policy type, and recognise that final additional bonus is an estimate rather than a guarantee. Whether you are checking the projected value of an existing policy or evaluating whether to purchase a new one, the LIC maturity calculator on Calculator200 gives you the clarity that policy documents alone cannot provide.