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Daily Compound Interest Calculator

Calculate growth with daily compounding. Add optional recurring contributions, view charts and breakdown, or find required rate or time.

A = P (1 + r/365)365t
A = Final amount, P = Principal, r = annual rate (decimal), t = time in years
Final Balance$8,954.24
Interest Earned$3,954.24
Total Contributions$5,000
Interest % Growth79.08%
RateFinal Value
PeriodBalanceInterest Earned
Required Interest Rate8.24%
Time Required34 years
Power of compounding: same principal, rate and time — different final values.
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How to Use the Daily Compound Interest Calculator

Calculator: Enter principal, annual rate (use quick buttons or slider), time and unit (years/months/days), and compounding frequency (default daily). Optionally add recurring contributions and their frequency. Results show final balance, interest earned, total contributions, and interest % growth. The growth chart can be viewed as line or area, by daily/monthly/yearly. The breakdown table shows balance and interest by period. Scenario comparison shows final values at different rates.

Reverse (Find Rate): Enter target amount, initial investment, and time in years to get the required annual interest rate.

Goal (Time Required): Enter goal amount, initial investment, and annual rate to see how many years are needed.

Compare Compounding: See how daily, monthly, and yearly compounding compare for the same principal, rate, and time.

Use Copy result, Download CSV, or Share to save or share your calculation.

What is Daily Compound Interest?

Daily compound interest means interest is calculated every day and added to your balance, so the next day you earn interest on the new total. The formula is A = P(1 + r/365)365t where P is principal, r is the annual rate (as a decimal), and t is time in years. Daily compounding yields slightly more than monthly or yearly compounding for the same rate and time.

Daily vs monthly compounding: With the same rate and time, daily compounding gives a higher final amount because interest is applied more frequently. The difference grows with higher rates and longer terms.

Real-world examples: Savings accounts, high-yield accounts, fixed deposits, and many investment products use daily or monthly compounding. Recurring contributions (e.g. monthly SIP) plus compounding can significantly grow wealth over decades.