Quick Answer: An FD calculator converts a bank's advertised rate into a maturity amount you can compare. Enter deposit, rate, tenure and compounding frequency, then compare maturity amounts — not just headline rates — because compounding, TDS and inflation can change the winner. After the RBI's 7 October 2026 repo hike to 5.50%, re-check each rate on the bank's website first.

1. What the Repo Hike to 5.50% Actually Changed

On 7 October 2026, the RBI's Monetary Policy Committee raised the repo rate by 25 basis points, from 5.25% to 5.50%, and changed its stance from "neutral" to "calibrated tightening". The repo rate is the rate at which the central bank lends to banks. But a hike is not an instruction for every bank to raise every fixed deposit (FD) rate by 0.25 percentage points. Banks set deposit rates by funding needs, liquidity, competition and target tenures. Some lenders moved quickly after the hike; large banks were expected to wait. An FD booked earlier normally keeps its agreed rate; only new deposits and renewals get that day's rate. So ask: at today's advertised rates, for my amount and tenure, which deposit gives the highest maturity amount after tax and inflation?

2. How an FD Calculator Works

A standard FD calculator needs four inputs: deposit amount, annual rate, tenure, and compounding frequency (usually quarterly for bank FDs in India). For a cumulative FD, where interest is reinvested rather than paid out: Maturity amount = Principal × (1 + annual rate ÷ compounding periods per year) ^ (compounding periods per year × years). Effective annual yield — what you actually earn in one year after compounding — is (1 + rate ÷ 4) ^ 4 − 1 for quarterly compounding. That is why 7.00% quarterly beats 7.00% annually. Avoid two traps: do not compare a cumulative maturity amount with a payout FD's yearly interest, and do not compare rates across tenures — the highest advertised rate is often tied to one tenure or special scheme.

3. Worked Example: ₹1,00,000 for 5 Years

All figures here are illustrative, computed from these assumptions — not a bank's offer or a rate prediction: principal ₹1,00,000, tenure 5 years, cumulative FD, no early withdrawal, no fees. Option A — 7.00% per year, compounded quarterly. Each quarter the rate applied is 1.75%. Over 20 quarters: ₹1,00,000 × (1.0175) ^ 20 = ₹1,41,478 (rounded). Interest earned: ₹41,478. Effective annual yield: 7.19%. Option B — 6.50% per year, compounded annually. Over 5 years: ₹1,00,000 × (1.065) ^ 5 = ₹1,37,009 (rounded). Interest earned: ₹37,009. Effective annual yield: 6.50%. The gap is ₹4,469 on ₹1,00,000 — from only 0.50 percentage points of headline rate plus quarterly compounding. Year-by-year interest in Option A rises from ₹7,186 in Year 1 to ₹9,485 in Year 5, as interest compounds on a growing balance.

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4. The Comparison Method: Build Your Own Table (Including Senior vs Regular)

First, fix your tenure: the "best" bank changes with tenure. Next, collect like-for-like rates: each bank's general rate for your exact tenure, standard or special scheme, and compounding frequency. Run every option through the same calculator with the same principal and tenure, recording maturity amounts, not just rates. Finally, check minimum deposit, early-exit penalty, whether the special rate is still open, and whether it applies to retail deposits below ₹3 crore. Build your own comparison table instead of copying a rates roundup — printed lists go stale fast. Make four columns (bank, tenure in days, advertised rate, maturity amount from the same calculator) and fill one row per offer, using the live rate from each bank's website on comparison day. Sort by maturity amount, not headline rate. Watch shape, not just size: the 5-year rate often sits below shorter-tenure rates, and a scheme defined in days (for example 444 or 999 days) is a different offer from a standard 1-year or 5-year deposit. Senior-citizen vs regular: run the comparison twice, never mixed. Senior deposits typically carry a higher rate than general deposits at the same bank, so a senior rate pasted into a general comparison falsely crowns the wrong bank. Method: compare general rates across banks for your tenure; if eligible, repeat the identical table with senior-citizen rates only, from each bank's website; then compare the two winning maturity amounts only to gauge the senior uplift — never rank a senior rate against another bank's general rate. Confirm age cut-offs and scheme exclusions on the bank's page first.

5. Quarterly vs Annual Compounding, and Payout vs Cumulative

On ₹1,00,000 at 7.00% for 5 years, quarterly compounding gives ₹1,41,478; annual compounding gives ₹1,00,000 × (1.07) ^ 5 = ₹1,40,255 — a ₹1,223 difference purely from frequency. If a calculator defaults to annual compounding while the bank compounds quarterly, it understates maturity, so check the setting. Payout FDs send interest to your account and the principal does not grow. Total cash can look similar, but you lose compounding on interest taken out. For money not needed until maturity, cumulative usually shows the higher final figure; for income needs, payout may suit cash flow despite a lower final balance. Compare "total interest plus principal back at the end" with a cumulative maturity amount, like for like.

6. The TDS Drag

FD interest is taxable income, and banks deduct tax at source (TDS) above a yearly threshold. Under Section 194A, as revised from 1 April 2025, thresholds are ₹50,000 for general depositors and ₹1,00,000 for senior citizens, with TDS at 10% with PAN and 20% without. TDS is not the final tax: interest joins total income at the applicable slab rate, with TDS credited when filing. In the worked example, Option A's largest single-year interest figure is ₹9,485 in Year 5 — well below the ₹50,000 general threshold — so no TDS would be deducted on that deposit alone, though the interest is still taxable income. The drag appears on larger deposits: on ₹60,000 of FD interest in a year from one bank, TDS at 10% is ₹6,000 (₹12,000 at 20% without PAN), credited against tax liability but leaving the account during the year, so cash in hand before filing is lower than the headline maturity amount. Note the tax effect separately before ranking options. Forms 15G/15H, where eligible, seek no TDS deduction subject to their conditions; they do not make interest tax-free.

7. Inflation-Adjusted Return: Are You Actually Ahead?

A nominal return is only half the story: each rupee at maturity buys less than a rupee today if prices rise. Divide the maturity amount by (1 + inflation rate) ^ years, using an illustrative assumption — not a forecast. Using an illustrative 5% annual inflation rate over 5 years (chosen for roundness, close to the RBI's FY27 CPI projection of 5.2% from the October 2026 policy, not a prediction for any specific period): Option A's ₹1,41,478 becomes ₹1,41,478 ÷ (1.05) ^ 5 = ₹1,10,852 in today's purchasing power — a real gain of about ₹10,852. Option B's ₹1,37,009 becomes about ₹1,07,350, a real gain of about ₹7,350. Annually, Option A's 7.19% effective yield against 5% inflation is roughly a 2.08% real return ((1.0719 ÷ 1.05) − 1). That framing changes decisions: a 7% nominal deposit may only just stay ahead of inflation after tax, and a 6% deposit would fall behind at 5% inflation before tax. This is educational arithmetic, not a recommendation — future inflation is unknown, and the right savings mix depends on goals, liquidity needs and risk capacity, which a calculator cannot assess.

8. Before You Book: Early Exit, Laddering and a Checklist

Premature withdrawal usually costs something — a lower rate, a penalty, or both. Check the published terms before booking a long tenure. FD laddering splits the amount across deposits maturing in different years, so some money frees up sooner for reinvestment. It does not guarantee a higher return, but it spreads timing risk after a policy-rate change. Final checklist: re-check the rate on booking day; confirm compounding frequency and cumulative vs payout; confirm tenure in days; note early-exit terms and minimum deposit; keep maturity amount, TDS effect and inflation-adjusted figure separate.

Frequently Asked Questions

Does an RBI repo hike raise my existing FD rate?
Why do two FD calculators show different maturity amounts for the same rate?
Is quarterly compounding always better than annual compounding?
How much TDS applies to FD interest?
Are bank FDs covered if a bank fails?
Should I wait for FD rates to rise further after a repo hike?

Ready to start?

1. Pick your tenure, then collect the current general rate for that tenure from two or three banks' websites. 2. Run each rate through the FD calculator with the same principal and tenure, and note each maturity amount. 3. Note compounding frequency, early-exit terms and the TDS effect before ranking options. 4. Divide the winning maturity amount by (1 plus assumed inflation) to the power of the tenure, and check whether the inflation-adjusted figure still meets your goal. 5. If the money may be needed sooner, compare a shorter tenure or a ladder of maturities first.

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Disclaimer: This article is for educational purposes only and is not financial advice. Please consult a SEBI-registered investment adviser for personalized guidance. Investments are subject to market risk. Sources: The Hindu, RBI MPC meeting highlights, 7 October 2026; Bank of Baroda Economics, RBI monetary policy note, 7 October 2026; 5paisa, FD Rates After RBI Repo Rate Hike, October 2026. No bank rate table is reproduced by design; readers are directed to each bank's own website for live rates.