FD Calculator
Calculate your fixed deposit maturity amount, interest earned, and real returns — across 3 modes: simple projection, advanced inflation & tax analysis, and goal-based deposit planning. Supports both cumulative and payout FDs.
FD Settings
Compounding Frequency
₹1,41,478
After 5 years
₹41,478
29.3% of maturity
7.186%
Quarterly (4×/yr)
₹1,00,000
70.7% of maturity
Maturity Breakdown
₹1,00,000
70.7% of maturity
₹41,478
29.3% of maturity
FD Growth Over Time
How your deposit grows over the investment period.
Why Fixed Deposits?
FDs are a cornerstone of conservative wealth management — safe, predictable, and simple.
Capital Safety
Principal is insured by government deposit protection schemes. One of the safest financial instruments available globally.
Predictable Returns
Fixed interest rate locked in at deposit time. No market volatility — you know exactly what you will receive at maturity.
Passive Income
Monthly or quarterly payout FDs generate regular income streams without selling any assets — ideal for retirees.
Compounding Power
Cumulative FDs reinvest interest, allowing compound growth over time. Longer tenures amplify the compounding effect.
Flexible Tenures
Available from 7 days to 10 years. Match the tenure to your specific financial goal or cash flow need.
Better Than Savings
FDs offer 2–4× higher rates than savings accounts for money you don't need immediately.
How Compounding Frequency Affects FD Returns
At the same 7% nominal interest rate, different compounding frequencies produce different effective annual yields (EAR):
| Compounding | Effective Yield (EAR) | vs Yearly |
|---|---|---|
| Simple Interest | 7.000% | Linear, no reinvestment |
| Yearly | 7.000% | Same as nominal |
| Half-Yearly | 7.123% | + 0.123% |
| Quarterly | 7.186% | + 0.186% |
| Monthly | 7.229% | + 0.229% |
Monthly compounding produces the highest yield. The difference is small per year but compounds to a meaningful advantage over long periods.
How FD Interest Is Calculated
Compound Interest Formula
A = P × (1 + r/n)^(n×t)
A = maturity amountP = principal depositedr = annual interest raten = compounding periods/yeart = tenure in years
The higher the compounding frequency (n), the more frequently interest is reinvested, marginally increasing the maturity amount.
Simple Interest Formula
Interest = P × r × t
Maturity = P + (P × r × t)
P = principalr = annual rate (decimal)t = years
Simple interest does not reinvest earnings — the interest base stays constant. Growth is linear, not exponential.
Real Return (Fisher Equation)
r_real = (1 + r) / (1 + i) − 1
r = nominal return (EAR)i = annual inflation rater_real = real purchasing power return
Real return tells you whether your wealth is truly growing after the eroding effect of inflation. E.g., 7% FD with 5% inflation → ~1.9% real return.
Effective Annual Yield (EAR)
EAR = (1 + r/n)^n − 1
r = nominal annual raten = compounding periods/yearEAR = true annual return %
EAR converts the nominal rate into the actual annualised return accounting for intra-year compounding. Always compare FDs using EAR, not nominal rate.
Payout FD Calculation
For non-cumulative (payout) FDs, interest is calculated on the original principal only: Payout per period = P × (r / periodsPerYear). No compounding occurs. Total income = sum of all payouts. Principal is returned intact at maturity.
FD vs Other Investments
| Feature | FD | Savings Account | Bonds | Equity / SIP |
|---|---|---|---|---|
| Returns | 5–9% fixed | 2–4% | 5–12% | 8–16%+ (variable) |
| Capital Safety | ✅ Guaranteed | ✅ Guaranteed | ⚠️ Credit risk | ❌ Market risk |
| Liquidity | ⚠️ Penalty | ✅ Instant | ⚠️ Secondary market | ✅ T+2 days |
| Inflation Beat | ⚠️ Marginal | ❌ Rarely | ⚠️ Sometimes | ✅ Long-term yes |
| Complexity | ✅ Very simple | ✅ Simple | ⚠️ Moderate | ⚠️ Moderate |
| Ideal For | Capital preservation, income | Emergency fund | Fixed income diversification | Long-term wealth |
When FD is the Right Choice
- •Preserving a lump sum for a known future expense
- •Retirement income via monthly payout FDs
- •Safe harbour during market uncertainty
- •Short-to-medium horizon goals (1–5 years)
- •Conservative risk tolerance investors
- •Supplementing equity portfolio with stable returns
When to Consider Alternatives
- •Long-term wealth building (15–30 year horizon)
- •Real wealth growth significantly above inflation
- •High-inflation environments eroding FD returns
- •Need liquidity within a short notice period
- •Target retirement corpus (equity SIP beats FD)
- •Young investors with time horizon advantages
Fixed Deposit — Frequently Asked Questions
Everything you need to know about fixed deposits, compounding, real returns, and payout structures.