RD Calculator – India (Post Office & Bank Recurring Deposit)
Calculate maturity amount, interest earned, and see the step-by-step calculation for Post Office RD, SBI RD, HDFC RD, ICICI RD, and other bank recurring deposits.
📘 Step-by-step calculation
1. Monthly Deposit (P) = ₹5,000, Annual Rate (r) = 6.7%, Time (t) = 60 months.
2. Compounding quarterly: n = 4. Monthly interest rate i = r / 1200 = 0.005583.
3. Number of months = 60. Using RD formula: M = P × [((1+i)^n – 1) / i] × (1+i).
4. (1+i)^60 = (1.005583)^60 ≈ 1.39328. Factor = ((1.39328 – 1)/0.005583) × 1.005583 ≈ 71.456.
5. Maturity = 5,000 × 71.456 = ₹3,57,280. Interest = Maturity − Total Deposited = ₹57,280.
What is an RD Calculator?
An RD Calculator (Recurring Deposit Calculator) is a financial tool that estimates the maturity amount and interest earned on a recurring deposit. In India, Post Office Recurring Deposits and bank RDs are popular savings instruments where you deposit a fixed amount every month. This calculator uses the standard compound interest formula (monthly compounding) to give you accurate results.
RD Formula (Compound Interest)
Where: M = Maturity amount, P = Monthly deposit amount, i = Monthly interest rate (annual rate / 1200 for monthly compounding, or adjusted based on compounding frequency), n = Total number of monthly deposits (months).
For quarterly compounding (Post Office default), the monthly interest rate is adjusted: i = r / 400 for quarterly compounding, and the formula becomes:
where r is the annual interest rate in percentage.
Example Calculation (Post Office RD – Quarterly Compounding)
Example: You deposit ₹2,000 per month in a Post Office RD at 6.5% p.a. for 3 years (36 months). Interest is compounded quarterly.
- Step 1: P = 2,000, r = 6.5, n = 36 months.
- Step 2: Quarterly rate i = 6.5 / 400 = 0.01625.
- Step 3: Number of quarters = 36/3 = 12 (but for RD monthly deposits, we use monthly installments with quarterly rate).
- Step 4: Using RD formula: M = 2,000 × [((1.01625)^36 – 1) / 0.01625] × 1.01625.
- Step 5: (1.01625)^36 ≈ 1.788. Factor = ((1.788 – 1)/0.01625) × 1.01625 ≈ 49.15. Maturity = 2,000 × 49.15 = ₹98,300. Interest ≈ ₹26,300.