FD Calculator (Fixed Deposit)
Calculate fixed deposit maturity with bank-style quarterly compounding, or the monthly/quarterly interest payout of a non-cumulative FD.
Step-by-step working
- Quarterly rate = 7 / 400 = 0.017500
- Quarters = 5 × 4 = 20
- A = 1,00,000 × (1 + 0.017500)^20 = ₹1,41,477.82
Mathematical Formula
Overview & Explanation
Indian banks compound term-deposit interest quarterly. Non-cumulative FDs pay interest out instead; monthly payouts are paid at a discounted value of the quarterly interest.
How It Works
- Cumulative: interest is added every quarter and earns further interest.
- Quarterly payout: one quarter’s simple interest is paid every 3 months.
- Monthly payout: banks pay a monthly amount whose 3-month compounded value equals the quarterly interest.
Practical Applications
- Comparing bank FD offers.
- Planning a monthly income from savings.
- Checking maturity before booking an FD.
Example 1: ₹1 lakh for 5 years at 7%, cumulative
Quarterly compounding.
Inputs
Deposit amount (₹): 100000 · Interest rate (% p.a.): 7 · Tenure (years): 5 · Interest option: Cumulative (reinvest, paid at maturity)
Step 1
Quarterly rate = 7 / 400 = 0.017500
Step 2
Quarters = 5 × 4 = 20
Step 3
A = 1,00,000 × (1 + 0.017500)^20 = ₹1,41,477.82
Maturity value
Result
Example 2: ₹10 lakh at 7.25%, monthly payout
Monthly income from a non-cumulative FD.
Inputs
Deposit amount (₹): 1000000 · Interest rate (% p.a.): 7.25 · Tenure (years): 3 · Interest option: Monthly payout
Step 1
Quarterly interest = 10,00,000 × 7.25 / 400 = ₹18,125
Step 2
Monthly = quarterly ÷ (1 + (1+i) + (1+i)²), i = 0.006042 → ₹6,005.31
Monthly interest payout
Result
How it's calculated & sources
Cumulative: A = P × (1 + r/400)^(4t). Quarterly payout = P × r / 400. Monthly payout = quarterly interest ÷ [1 + (1 + r/1200) + (1 + r/1200)²] (quarterly interest discounted to a monthly amount).
Frequently Asked Questions
How do banks compound FD interest?
Why is the monthly payout less than rate ÷ 12?
Is FD interest taxable?
Do senior citizens get more?
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