Deep guide · India
FD calculator — fixed deposit returns in context
Place ₹1,84,00,000 at 6% for 9 years, compounded 1 time(s) per year, and maturity comes to about ₹3,10,86,413 — roughly ₹1,26,86,413 in interest on top of what you put in. That three-way split — principal, interest, total — is what most people open an FD calculator to see.
Fixed deposits trade equity-like upside for a steadier accrual story. How often interest compounds still moves the needle when the quoted annual rate is fixed. Figures here are pre-tax; layer in TDS and your slab for what you keep.
The tables vary tenure and principal; the SIP note later contrasts risk, not merit — a larger number is not always the right fit.
Calculation breakdown
- Principal: ₹1,84,00,000
- Interest (illustrative): ₹1,26,86,413
- Maturity: ₹3,10,86,413
Scenario comparison
Different tenures
| Years | Interest | Maturity |
|---|---|---|
| 5 | ₹62,23,351 | ₹2,46,23,351 |
| 10 | ₹1,45,51,598 | ₹3,29,51,598 |
Different principal amounts (±15–25%)
| Scenario | Principal | Interest | Maturity |
|---|---|---|---|
| -25% vs base principal | ₹1,38,00,000 | ₹95,14,810 | ₹2,33,14,810 |
| -15% vs base principal | ₹1,56,40,000 | ₹1,07,83,451 | ₹2,64,23,451 |
| 15% vs base principal | ₹2,11,60,000 | ₹1,45,89,375 | ₹3,57,49,375 |
| 25% vs base principal | ₹2,30,00,000 | ₹1,58,58,016 | ₹3,88,58,016 |
Benefits of FDs (fixed-income framing)
- Predictability: Useful for goals where you want less day-to-day volatility than equities.
- Simple story: FD returns map cleanly to principal, interest, and maturity — ideal for baseline planning.
Comparison: FD vs SIP (illustrative)
For perspective only, an illustrative mutual fund SIP path (12% assumption, not a prediction) with a monthly amount near ₹1,70,370 could produce a very different risk/return profile than FD compounding — estimated SIP corpus illustration near ₹3,31,91,740 over the same9 years. This is not advice; it explains why “FD vs SIP” is about goals and risk tolerance, not just the bigger number.
Tips & insights
- Interest as a share of maturity: 41% — a quick read on how much of the ending value is growth vs principal.
Frequently asked questions
- What FD returns can I expect on ₹1,84,00,000 for 9 years?
- This page uses your inputs: principal ₹1,84,00,000, 6% annual rate, and compounding frequency 1 per year. Under those assumptions, maturity is about ₹3,10,86,413 with interest near ₹1,26,86,413 — illustrative FD returns for planning, not a bank quote.
- Are FD returns guaranteed?
- Bank FDs are relatively predictable versus equities, but rates change with institution policies and tenure buckets. Always confirm with the issuer.
- FD vs SIP — what should I compare?
- FDs focus on capital preservation and predictable accrual; SIPs target long-term growth with volatility. Use FD for near-term certainty and SIP for long horizon wealth — not interchangeable goals.
- Does compounding frequency matter?
- Yes — more frequent compounding can slightly increase maturity for the same annual rate. Here frequency is 1 per year.
- Is tax included?
- No — tax on interest depends on your slab and rules (including TDS thresholds). Treat numbers as pre-tax illustration.
- What happens if I change tenure?
- The scenario table shows 5–20 year maturities holding rate and principal constant — a quick map of FD returns sensitivity to time.
Internal linking — related FD calculator pages
Explore nearby scenarios on EasyCal — each link opens a calculator page with matching inputs (programmatic SEO).
- FD calculator — ₹1,85,00,000 (185 lakh) · 9 years
- FD calculator — ₹1,86,00,000 (186 lakh) · 9 years
- FD calculator — ₹1,87,00,000 (187 lakh) · 9 years
- FD calculator — ₹1,89,00,000 (189 lakh) · 9 years
- FD calculator — ₹1,94,00,000 (194 lakh) · 9 years
- FD calculator — ₹1,83,00,000 (183 lakh) · 9 years
- FD calculator — ₹1,82,00,000 (182 lakh) · 9 years
- FD calculator — ₹1,81,00,000 (181 lakh) · 9 years
- FD calculator — ₹1,79,00,000 (179 lakh) · 9 years
- FD calculator — ₹1,84,00,000 (184 lakh) · 10 years
FD interest rates and rules vary by bank/NBFC. Illustrations are educational.
