Finance calculators

Daily Compound Interest Calculator

Updated Jun 25, 2026 By Jehan Wadia
Formulas

Calculator Inputs

Money & Rate
Currency Symbol
Pick blank for points, tokens or crypto.
$
%
Nominal Rate (annual): 5.00%
Effective Rate (APY): 5.13%
Compounding & Duration
Years
Months
Days
When set, exact calendar days (and holiday/weekend exclusions) are used.
Compounding Days
Select which days of the week earn interest
Holiday exclusions apply only when a Start Date is set. Weekend toggles apply either way.
Additional Cash Flows

Results Summary

Final Balance
$0.00
Total Interest Earned
$0.00
Total Principal Contributed
$0.00
Effective Annual Rate (APY)
0.00%
All-Time Rate of Return
0.00%
Time to Double Principal
Compound Interest Formula — applied to your inputs
A = P\left(1 + \frac{r}{n}\right)^{n \cdot t}
Step-by-Step Solution
Balance Over Time
Amortization Breakdown
Page 1
Period Deposits & Withdrawals Interest Earned Cumulative Deposits & Withdrawals Total Accrued Interest Ending Balance

Introduction

This daily compound interest calculator shows you how your money grows when interest is added to your balance every day. Unlike simple interest, which only earns on your starting amount, compound interest earns interest on your interest too. That means your savings grow faster over time. The more days that pass, the bigger the effect.

Use this tool to enter your starting deposit, interest rate, and how long you plan to save. You can also add regular deposits or withdrawals, pick which days earn interest, and choose how often interest compounds. The calculator gives you a final balance, a full breakdown by month or year, a growth chart, and a step-by-step solution so you can see exactly how the math works.

Whether you are planning a savings goal, comparing bank accounts, or learning how compound interest works, this calculator makes it simple to see your results in seconds.

How to Use Our Daily Compound Interest Calculator

Enter your deposit amount, interest rate, and time period to see how your money grows with daily compounding. The calculator will show your final balance, total interest earned, a growth chart, and a full breakdown table.

Currency Symbol: Pick the currency you want to use, such as USD, EUR, or GBP. Choose "None" if you are tracking points, tokens, or crypto.

Initial Deposit: Type in the amount of money you are starting with before any interest is added.

Interest Rate (%): Enter the interest rate you earn. This is the number your bank or investment gives you. If you need to figure out the rate on an existing account, try our interest rate calculator.

Rate Period: Choose whether your interest rate is a daily, weekly, monthly, quarterly, or annual rate. Most banks use an annual rate.

Compounding Frequency: Select how often interest is calculated and added to your balance. "Daily (365/year)" is the most common choice for daily compound interest. Pick "Daily (360/year)" for the bank convention. Choose "Custom" to set your own number of compounding periods per year.

Investment Duration: Enter how long you plan to invest using the years, months, and days fields. You can use any combination of all three. You can also use our date duration calculator to find the exact number of days between two dates.

Start Date: Optionally pick a start date for your investment. This lets the calculator use exact calendar days and apply holiday or weekend rules.

Daily Reinvestment Rate: Choose what percent of each day's earned interest gets added back to your balance. Set it to 100% to reinvest all interest. A lower number means you take some interest out as cash each day.

Compounding Days: Check or uncheck days of the week to control which days earn interest. Use the "Exclude Weekends" button to quickly remove Saturdays and Sundays. If you need to count only working days over a period, our business days calculator can help.

Exclude U.S. Federal Holidays: Set this to "Yes" if you want to skip federal holidays as compounding days. This only works when a start date is set.

Additional Cash Flows: Choose "None" if you only want to calculate growth on your initial deposit. Pick "Deposits Only," "Withdrawals Only," or "Both" to add regular contributions or withdrawals.

Deposit Amount & Frequency: If deposits are turned on, enter how much you add and how often (daily, weekly, monthly, etc.). Choose whether deposits happen at the beginning or end of each period.

Annual Deposit Increase: If your deposits grow each year, enter the increase as a percent or a fixed dollar amount.

One-Time Lump Sum Deposit: Enter an extra one-time deposit amount and the date it will be added. The date must fall within your investment window.

Withdrawal Type: If withdrawals are turned on, choose "Fixed Amount" to take out a set dollar amount, "% of Balance" to withdraw a share of your total balance, or "% of Earnings" to withdraw a share of interest earned.

Withdrawal Amount & Frequency: Enter how much you withdraw and how often. You can also set an annual increase percentage if your withdrawals grow over time.

Press the Calculate button to see your results. Press Reset to clear all fields and start over. Use the chart and table toggle buttons to switch between monthly and yearly views of your growth.

What Is Daily Compound Interest?

Daily compound interest is when a bank or investment adds interest to your balance every single day. Once that interest is added, it becomes part of your new balance. The next day, you earn interest on the original money plus the interest from the day before. This cycle repeats each day, so your money grows faster over time compared to simple interest, which only pays you on your starting amount.

How Daily Compound Interest Works

The basic formula for compound interest is A = P(1 + r/n)nt. Here, P is the money you start with (your principal), r is the annual interest rate as a decimal, n is how many times interest compounds per year, and t is the number of years. For daily compounding, n is 365 (or 360 if your bank uses that convention). The result, A, is your total balance at the end. For a broader look at compounding across different frequencies, see our general compound interest calculator.

For example, if you deposit $10,000 at a 5% annual rate compounded daily for 5 years, you earn more than you would with monthly or yearly compounding. That is because interest is calculated and added to your balance 365 times a year instead of 12 or 1. If you want to project the future value of a lump sum or series of payments under different scenarios, our dedicated tool can help.

Why Daily Compounding Matters

The more often interest compounds, the more you earn. Daily compounding gives you the highest growth among standard compounding frequencies. The difference between daily and monthly compounding may look small over one year, but it adds up over many years. This effect is sometimes called the power of compounding. A quick way to estimate how long it takes your money to double is to use the Rule of 72 calculator.

APR vs. APY

Two rates you will often see are APR (Annual Percentage Rate) and APY (Annual Percentage Yield). APR is the stated rate before compounding is factored in. APY is the actual rate you earn after compounding does its work. When interest compounds daily, the APY is always a little higher than the APR. For instance, a 5.00% APR compounded daily gives you an APY of about 5.13%. Use our APY calculator to convert any stated rate to its effective annual yield, or our APR calculator to understand the true cost of borrowing.

Where Daily Compound Interest Is Used

  • Savings accounts – Most banks compound interest on savings accounts daily. Our savings calculator can help you project growth across different account types, and our HYSA calculator is built specifically for high-yield savings accounts.
  • Money market accounts – These also typically use daily compounding.
  • Certificates of deposit (CDs) – Many CDs compound daily, though some compound monthly. Use our CD calculator to compare terms and rates.
  • Loans and credit cards – Credit card companies often charge interest that compounds daily, which means debt can grow quickly if unpaid. See our credit card interest calculator to understand exactly how much daily compounding adds to your balance, or our credit card payoff calculator to build a repayment plan.
  • Crypto and DeFi – Some decentralized finance protocols calculate yield on a daily basis.

Tips to Make the Most of Compound Interest

Start early. The longer your money compounds, the bigger the effect. Even small deposits grow significantly over many years. Use our investment calculator to see how time in the market impacts your returns. Add money regularly. Making monthly or weekly deposits increases the base that earns interest each day. Leave your earnings alone. Withdrawing interest slows down compounding because there is less money in the account to grow. Compare APYs. When choosing between accounts, always compare the APY, not just the APR, so you see the true return after compounding. Planning for long-term goals like retirement or reaching financial independence becomes much easier when you harness daily compounding from the start.


Formulas used

Compound Interest (Final Balance)
A = P\left(1 + \frac{r}{n}\right)^{n \cdot t}
Rate per Compounding Period
i = \frac{r}{n}
Effective Annual Rate (APY)
APY = \left(1 + \frac{r}{n}\right)^{n} - 1
Time to Double Principal
t_{double} = \frac{\ln(2)}{\ln(1 + APY)}
Time-Weighted Return (TWR)
TWR = \left(\prod_{k=1}^{m} \frac{B_k}{S_k}\right) - 1

Frequently asked questions

What is the difference between daily compounding with 365 days and 360 days?

The 365-day option divides your annual rate by 365. The 360-day option divides it by 360, which is a convention some banks use. Using 360 gives a slightly higher daily rate, so you earn a tiny bit more interest each day. Pick the one that matches how your bank calculates interest.

What does the Daily Reinvestment Rate setting do?

This controls how much of each day's earned interest gets added back to your balance. At 100%, all interest stays in the account and compounds. At 80%, only 80% is reinvested and the other 20% is treated as cash you take out. Lower reinvestment means slower growth but more cash in hand.

Why does excluding weekends or holidays change my results?

When you uncheck certain days, the calculator skips them as compounding days. That means interest is not added on those days. Fewer compounding days means fewer times interest gets calculated, so your final balance will be a little lower.

What is the Custom compounding frequency option for?

It lets you set any number of compounding periods per year from 1 to 365. For example, you can enter 252 for U.S. stock market trading days. This is helpful when your investment only compounds on specific schedules that do not match the standard choices.

What is Time-Weighted Return (TWR) and when does it appear?

TWR shows up when you add deposits, withdrawals, or set a reinvestment rate below 100%. It measures your investment's true performance by removing the effect of money moving in or out. This gives a fairer picture of how well your money grew on its own.

What happens if my withdrawals use up all the money before the end date?

The calculator will show a yellow warning that tells you the exact date your balance hits zero. After that point, no more interest is earned. You may want to lower your withdrawal amount or shorten the time period to avoid running out.

Do I need to set a start date?

No, it is optional. Without a start date, the calculator uses the years, months, and days you entered to figure out the total duration. Setting a start date lets the tool use exact calendar days and apply holiday exclusions if you turn that feature on.

What is the difference between Beginning and End timing for deposits?

Beginning means your deposit is added before that period's interest is calculated, so it earns interest right away. End means the deposit is added after interest is calculated, so it does not earn interest until the next period. Beginning timing gives a slightly higher final balance.

How is the Time to Double calculated?

The calculator uses your effective annual rate (APY) and the formula years = ln(2) / ln(1 + APY). This tells you how long it takes for your initial deposit to double through compounding alone, without any extra deposits.

What does the % of Earnings withdrawal type mean?

Instead of withdrawing a fixed dollar amount or a share of your total balance, this option takes a percentage of the interest earned since your last withdrawal. It is useful if you only want to pull out profits and leave your principal untouched.

Can I use this calculator for loans or credit card debt?

Yes. Enter your loan balance as the initial deposit and the loan's interest rate. The result shows how much the debt grows with daily compounding. Keep in mind this calculator does not factor in minimum payments or fees, so it works best for seeing how fast unpaid debt can grow.

What is the Annual Deposit Increase option?

This lets your regular deposit grow each year. You can increase it by a percentage or a fixed amount. For example, if you deposit $100 per month and set a 5% annual increase, your deposit becomes $105 per month in year two, $110.25 in year three, and so on.

How accurate is this calculator?

The calculator simulates every single day of your investment period. It applies your rate, compounding schedule, deposits, withdrawals, weekend rules, and holiday exclusions day by day. Results are rounded to two decimal places. Actual bank results may differ slightly due to rounding methods or specific bank policies.

What is the difference between Nominal Rate and Effective Rate shown in the calculator?

The nominal rate is your stated annual interest rate before compounding. The effective rate (APY) is the actual rate you earn after compounding is applied. Because daily compounding adds interest 365 times a year, the effective rate is always a bit higher than the nominal rate.

Can I track crypto or tokens with this calculator?

Yes. Set the currency to "None" and the dollar sign goes away. You can then enter any amount and rate. The math works the same regardless of the asset type, so it is useful for DeFi yields, staking rewards, or any investment that compounds daily.