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చక్రవడ్డీ కాలిక్యులేటర్

Forecast wealth growth with daily, monthly, quarterly, or annual compounding frequency and recurring deposits.

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Multi-Frequency Compounding Engine

Compound Interest Calculator India

Compare the exponential wealth acceleration of Compound Interest against Simple Interest. Model annual, semi-annual, quarterly (Indian Bank FD standard), monthly, or daily compounding intervals, add optional recurring contributions, and inspect full year-by-year compounding bonuses.

Investment & Compounding Parameters

One Lakh Rupees
Initial lump sum capital deposited on day one
Nominal Annual Rate
Doubles in ~8.5 Years
Frequency at which accrued interest is converted into principal
Additional regular deposits made alongside your initial principal

Maturity & Compounding Analysis

Total Maturity Value (10 Years @ 8.5%)
₹2,31,902
Total Interest: ₹1,31,902 | Extra Compounding Gain of +₹46,902 (+55.2%) over Simple Interest
Total Invested Capital ₹1,00,000
Total Interest Earned ₹1,31,902
Compounding Extra Bonus +₹46,902
Simple Interest Baseline ₹85,000
Effective Annual Rate (AER) 8.775%
Wealth Multiplier 2.32x
Wealth Composition Breakdown Principal: 43.1% | SI: 36.7% | Bonus: 20.2%
Principal Simple Interest Baseline Compounding Extra Gain

Year-by-Year Compounding Schedule

Inspect how compound interest overtakes simple interest year after year.

Year Opening Balance Annual Deposits CI Earned (Year) Cumulative CI Compound Maturity Simple Interest Compounding Bonus

The Complete Guide to Compound Interest & Wealth Multipliers in India

1. Simple Interest vs Compound Interest: The Core Distinction

Simple Interest (SI) treats every year as day one. Interest is calculated solely against the initial principal investment regardless of tenure:

Simple Interest (SI) = (Principal × Rate × Time) / 100

Compound Interest (CI), by contrast, reinvests your earned interest back into the principal at every compounding interval. From that moment onward, your interest begins earning interest of its own. Over short durations (1–2 years), the difference appears modest; but over 10, 20, or 30 years, compounding yields an exponential curve that dwarfs simple interest.

2. The Impact of Compounding Frequencies in Indian Banking

The compound interest formula relies heavily on the frequency of compounding ($n$ times per year):

Maturity Value (A) = P × (1 + r / n)^(n × t)
  • Quarterly Compounding (n = 4): Mandated by the Reserve Bank of India (RBI) for bank fixed deposits (FDs) and recurring deposits (RDs). A 7.00% nominal rate actually yields an Effective Annual Rate (AER) of 7.19%.
  • Annual Compounding (n = 1): Standard for Public Provident Fund (PPF) and National Savings Certificates (NSC), where interest is credited on March 31 annually.
  • Monthly Compounding (n = 12): Typical for corporate NBFC deposits or mutual fund SIPs that reinvest cash monthly.
  • Daily Compounding (n = 365): Common in overnight debt mutual funds and liquid funds where Net Asset Values (NAVs) fluctuate daily.

3. The Rule of 72 & The Compounding Acceleration Horizon

The famous Rule of 72 provides a mental math estimate for the time required to double your wealth:

Doubling Period (Years) ≈ 72 / Annual Interest Rate (%)

At an 8% return, ₹1 Lakh doubles to ₹2 Lakh in ~9 years, then doubles again to ₹4 Lakh in 18 years, and hits ₹8 Lakh in 27 years. Notice that in the third decade, your wealth grows by ₹4 Lakh — four times the initial principal — in the exact same time window!

Frequently Asked Questions

Is compound interest taxed in India?

Yes. For bank FDs and RDs, accrued interest is subject to Tax Deducted at Source (TDS) under Section 194A if total interest across all branches exceeds ₹40,000/year (₹50,000 for senior citizens). In mutual funds, gains are taxed only upon redemption under Capital Gains Tax rules (12.5% LTCG above ₹1.25 Lakh for equity, slab rates for debt funds under Section 50AA).

What is the difference between Nominal Rate and Effective Annual Rate (AER)?

The nominal rate is the stated contractual interest rate (e.g. 8.0%). The Effective Annual Rate (AER or APY) accounts for intra-year compounding. For example, 8.0% compounded quarterly yields an effective annual rate of 8.243%, because interest earned in Q1 itself earns interest during Q2, Q3, and Q4.