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Interest earned on your FD for the first quarter may look modest. When the same interest is added back to your FD principal, the next round of interest calculation happens on a larger amount. That is the magic of compounding.
Cumulative interest in an FD is the calculation of interest on the principal and accumulated interest from the date of investment. In a cumulative FD, interest is generally reinvested instead of a periodic payout.
For example, suppose you invest ₹2,00,000 at 7% per annum with annual compounding. In the first year, the interest is ₹14,000. If that interest is added to the deposit, your effective amount becomes ₹2,14,000. In the second year, you earn 7% on ₹2.14 lakh instead of ₹2 lakh.
Compound interest is calculated using the following formula
Maturity Value of FD = P(1 + r/n)nt
Where,
P – Principal amount
r – annual interest rate ( in decimal)
n – number of compounding periods per year
t – tenure of FD
The power of compounding becomes clearer when you look at how the deposit grows over time.
Let's assume the initial FD amount is ₹1,00,000, which is booked at a 7% p.a. interest rate for two years with quarterly compounding frequency. The following table shows how your cumulative FD interest grows over a period, assuming there is no withdrawal during the period:
| Year | Opening Amount (each quarter) | Interest @ 7% p.a. | Closing Amount (each quarter) |
| 1 | ₹1,00,000 | ₹1,750 | ₹1,01,750 |
| ₹1,01,750 | ₹1,780 | ₹1,03,530 | |
| ₹1,03,530 | ₹1,812 | ₹1,05,342 | |
| ₹1,05,342 | ₹1,843 | ₹1,07,185 | |
| 2 | ₹1,07,185 | ₹1,876 | ₹1,09,061 |
| ₹1,09,061 | ₹1,909 | ₹1,10,970 | |
| ₹1,10,970 | ₹1,942 | ₹1,12,912 | |
| ₹1,12,912 | ₹1,976 | ₹1,14,888 | |
| Total | ₹14,888 |
(Please note: These are illustrative figures. Actual FD maturity depends on the bank, interest rate, compounding frequency and tenure.)
That means your estimated maturity amount at the end of two years is ₹1,14,888, and the total interest would be ₹14,888. If the same money was invested in an FD with interest payout, without the compounding effect, it would have earned you only ₹14,000.
The compounding effect is more significantly visible in an FD with a higher value and longer tenure.
This is where things get slightly more technical. Banks may compound FD interest at different frequencies (quarterly/annually) depending on the product and applicable terms. Quarterly compounding is common for many cumulative bank FDs, although the exact method can vary. Hence, it is important to check with your bank about the compounding frequency without assuming.
Using an FD calculator can help you estimate the maturity amount and total interest you may earn based on the deposit amount, interest rate, tenure and applicable compounding frequency. Instead of manual calculation, using an online FD calculator can make it easier to compare different FDs before investing.
Interest earned on a fixed deposit is generally taxable according to the applicable income-tax rules depending on which income tax bracket you fall into. The bank may also deduct Tax Deducted at Source (TDS) when the interest for the year crosses the threshold.
Hence, your headline FD interest rate is not necessarily the same as your post-tax return. For example, suppose your FD earns ₹50,000 in interest and you all into 30% income tax bracket; the actual benefit after applicable tax can be automatically lower. This is particularly important when comparing FDs with other investment or savings options.
The beauty of the compounding effect is not that it produces spectacular results overnight. The power lies in what happens quietly over time. The cycle of earning interest on interest continues throughout the FD tenure. The longer the money remains invested and the more frequently the interest compounds, the greater the potential effect. All this can depend on the bank’s terms and applicable interest rate.
Hence, it is crucial to check every aspect and not just the interest rate while choosing an FD. If your goal is to accumulate wealth and bring stability to your portfolio, a cumulative FD that offers the benefit of compounding would be a suitable option. You can compare fixed deposits from various institutions and banks on the JioFinance app. You can also earn JioPoints on booking an FD, which can be used to buy a voucher or brand coupons later.

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