Savings Deposit Interest Calculator
Estimate deposit interest, tax drag, account fees, and after-tax value for savings-style products.
Savings and deposit interest calculator
Calculate Korean term-deposit or installment-savings interest after normal, preferential, or tax-free treatment, including early termination effects.
Maturity amount
₩30,888,300
Net interest
₩888,300
Tax ₩161,700
Effective annual rate
3.0%
Early interest loss
Not selected
Deposit vs installment interest gap
₩407,137
Total principal
₩30,000,000
Uses the Korean savings/deposit engine with 15.4% normal tax, 9.5% preferential tax, tax-free treatment, simple/compound interest, and early-termination multipliers. This English finance calculator calls the same Korean pure calculation module as the Korean page. KRW and Korean statutory thresholds are preserved instead of the old generic percentage stub.
Related calculators
- Korean Housing Subscription Recognized Payments CalculatorCheck recognized installments and KRW amounts by a target housing announcement date, with late payments, advance deposits and a bank-review CSV.
- Deposit Early Termination vs Secured Loan CalculatorCompare net interest loss, reinvestment and a deposit-secured loan at the same maturity date. Check break-even rates, durations and funding shortfalls in KRW.
- Compound Interest CalculatorEstimate future value, total contributions, interest earned, and the rule-of-72 timeline from an initial investment and monthly deposits.
- Deposit Protection Spread CalculatorEstimate how spreading deposits across institutions affects protected value, yield drag, and liquidity stress.
- P2P / Online Investment-Linked Finance (ONTU) Return and Tax CalculatorCompare the 15.4% withholding rate for registered Korean online investment-linked finance operators against the 27.5% non-business loan rate, and see the after-tax real return once default losses, which are not deductible, are included.
- Parking Account CMA Issued Note CalculatorCompare short-term cash products by yield, tax drag, fees, liquidity assumptions, and stress case.