Daily Compound Interest Calculator

This calculator applies a percentage return every day and reinvests it. It is commonly used to model daily-rate products and trading targets.

Enter your figures below. Results update as you type.

Result

Balance after 90 days$1,566.55

Interest earned
$566.55
Total growth
56.66%
Compounding days
90
DayInterestBalance
3$15.08$1,015.08
6$30.38$1,030.38
9$45.91$1,045.91
12$61.68$1,061.68
15$77.68$1,077.68
18$93.93$1,093.93
21$110.42$1,110.42
24$127.16$1,127.16
27$144.15$1,144.15
30$161.40$1,161.40
33$178.91$1,178.91
36$196.68$1,196.68
39$214.72$1,214.72
42$233.03$1,233.03
45$251.62$1,251.62
48$270.49$1,270.49
51$289.64$1,289.64
54$309.08$1,309.08
57$328.82$1,328.82
60$348.85$1,348.85
63$369.18$1,369.18
66$389.82$1,389.82
69$410.78$1,410.78
72$432.04$1,432.04
75$453.63$1,453.63
78$475.55$1,475.55
81$497.79$1,497.79
84$520.37$1,520.37
87$543.29$1,543.29
90$566.55$1,566.55
Balance by day
$0$500$1K$1.5K$2K0153045607590Day
  • Balance

How the Daily Compound Interest calculation works

Balance = principal x (1 + daily rate)^days

Small daily percentages compound into very large annual figures: 0.5% a day is more than 500% a year. Results at that level are illustrations of the arithmetic, not realistic expectations for an investment.

Frequently asked questions

How do I convert an annual rate to a daily rate?

Divide the APR by 365. A 5% APR is roughly 0.0137% a day.

How do I calculate daily compound interest?

Use A = P x (1 + r / 365)^(365 x t). $10,000 at 5% compounded daily for one year grows to $10,512.67.

Is daily compounding better than monthly?

Slightly. On $10,000 at 5% for a year, daily compounding earns $512.67 and monthly compounding earns $511.62. The rate and the length of time matter far more than how often interest is added.

How is daily interest worked out on a credit card?

Divide the APR by 365 for the daily rate and multiply by the balance. At 24% APR the daily rate is about 0.0658%, so a $2,000 balance costs roughly $1.32 a day.

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