Check the interest amount by providing the principal amount, interest rate and tenure details in the fields below.
Principal Amount | : 1,00,000 |
Total Interest | : ₹76,234 |
Total Amount | : ₹1,76,234 |
Compound interest is a financial concept of the interest earned on both the principal amount as well as the interest that has accumulated over time. A compound interest leads to exponential growth, making it a highly rewarding possibility.
Calculating the compound interest on your investment or loan can help you determine the financial gain or loss you will face. You can calculate it using a compound calculator online, which is a handy tool to estimate your financial outcome.
Compound interest calculators are easy and convenient to use. All you need to do is follow these simple steps:
Step 1: Open the compound interest calculator page online .
Step 2: Enter the necessary information like the principal amount, interest rate and tenure.
Step 3: The Interest Amount will be displayed along with the Principal and Total Amount.
A compound percentage calculator can help you determine a variety of financial scenarios. Giving you an advantage to make better informed financial decisions. Given below are some points on how the calculator can help:
Compound Interest is calculated with the formula:
C.I= P [ (1+rn)n * t -1]
where
C.I is compound Interest
P is the Principal amount
r is the annual interest rate
t is the time period
nis the number of compounding periods.
Compound Interest Example:
Let’s understand it with an example, let’s say the principal amount is 50,000, the rate of interest is 6% compounding quarterly and the time period is 3 years. So, using the formula:
C.I= P [ (1+rn)n * t -1]
C.I = 50,000 [{ (1+0.06/4)^(4*3)} -1]
C.I = 50,000 [{(1.015)^12} -1 ]
C.I = 50,000 [1.1956 -1]
C.I = ₹9781/-
Therefore, after 3 years, the interest will be approximately ₹9781/-
There is also a formula to manually calculate the potential compound interest maturity amount. You can do this by using the compound interest formula:
A=P (1+rn)n * t
Where A is the maturity amount, P is the principal amount, r is the annual interest rat, t is time period and n is the number of times that interest is compounded per year.
Below is a compound interest formula example for your better understanding on how to use it
Suppose the principal is ₹10,000, the annual interest rate 5% (0.05), n is 4 times and t is 3 years.
Using the formula:
A = 10,000 (1 + 0.05 /4) ^(4 x 3)
A = 10,000(1 + 0.0125) ^12
A = 10,000 x 1.158923
A = ₹11,607/-
Therefore, after 3 years, the maturity will grow to about ₹11,607/-
The annual compound interest rate calculator offers several advantages for you to benefit from, here are a few advantages of using the calculator:
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A compound interest calculator computes the total interest you can earn based on the principal amount and interest over a specific period of time. The calculator uses the formula A=P(1+r/n)^(n x t) to provide accurate results swiftly.
To get an estimate on your investment growth or savings, all you need to do is visit the online compound calculator and input the principal, interest rate and tenure. You will get the results in seconds.
A compound interest calculator can help you with financial planning, risk assessment, informed decision making, future planning and more.
The formula used in a compound interest calculator is A=P(1+r/n)^(n x t).
Yes, there can be tax implications you should consider when using the calculator depending on the type of investment you make.
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