Simple Interest Calculator

Principal Amount


No.of Years

1 yrs
25 yrs

Interest Rate

1 %

Simple Interest Calculator – An Overview

Simple Interest usually refers to the rate at which a person borrows or lends the funds. If a borrower receives funds from a lender, the lender will also get additional funds in return. The principle refers to the borrowed funds that are granted for a specified time period. Interest is the additional sum that must be returned to the lender for the use of the borrowed funds.

The principle amount is multiplied by the number of periods and interest rate to determine simple interest. You do not have to pay interest on interest, and simple interest does not compound. In the case of simple interest, the payment is applied to the current month's interest and the remaining sum is deducted from the principal.

A mutual fund returns calculator refers to a web tool that helps investors in gauging their earnings and the future value of a particular amount invested in mutual funds using a specific investment strategy. A mutual fund calculator can help investors in knowing to which extent they will be able to attain their goals depending on the predicted quantity of investment, rate of return, and time horizon. Investors in mutual funds should preferably take a goal-oriented strategy for their investments.

Simple Interest Calculator (FAQs)

A handy tool known as a basic interest calculator may be used to compute interest on savings accounts or loans without compounding. Daily, monthly, or annual calculations of the simple interest on the principle amount are all acceptable. In the formula box of the simple interest calculator, you may input the principle amount, annual percentage rate, and time duration in days, months, or years. The interest on the loan or investment will be shown by the calculator.

The accumulated amount, which includes both principle and interest, will be displayed by the straightforward interest calculator. The basic interest calculator use the following equation:

A = P (1+rt)

P = Principal Amount

R = Rate of interest

t = Number of years

A = Total accrued amount (Inclusive of both principal and the interest)

Interest = A – P.

On money that has been lent, borrowed, or invested, interest is a fee. A kind of interest computation known as simple interest does not account for many periods of interest payments or charges. In other words, the interest rate will not be affected by any accumulated interest and will only be applicable to the loan or investment's principle amount.

You may learn about the temporal worth of money through the use of simple interest. When you borrow money or give someone a loan, it helps you to know how much you will ultimately pay or get. If you make an interest-based investment, you may also use the idea of simple interest to analyze your returns.

When we need to determine the interest amount on the principal based on a fixed interest rate, the simple interest formula is useful in a variety of situations..

Investments with fixed interest rates: Assuming you invested in a fixed income plan like a fixed deposit, RD, SGB, SSY, etc., you would get interest at a set rate. Using a straightforward interest calculator, you can simply determine the amount of your investment that will mature.

Loan repayment: You can figure out your monthly loan payments with the straightforward interest calculator. This enables you to determine the payback in advance and efficiently tailor your loan plan.

Lending and earning interest: Assume you have lent money to someone and are charging a certain interest rate on the borrowed funds. In that situation, you may make use of a straightforward interest calculator to determine how much money you would make from the borrower.

  • You may quickly and simply calculate simple interest with the use of a simple interest calculator. The following are the key advantages of utilizing a basic interest calculator:
  • You may use the straightforward interest calculator to determine the interest earned or paid on a specified amount of principle over a given length of time.
  • The inputs may be effortlessly changed or adjusted, and outcomes will change correspondingly. This will enable you to evaluate various pairings and make financial plans in advance.
  • It is simple to examine many fixed interest investment plans and select the best one for your financial objectives.
  • You may avoid performing difficult calculations by using a simple interest calculator. Everything is easily calculable in a few of seconds.

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