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How to Find Simple Interest With Mixed Fractions

Love them or hate them, loans and advances are part of modern life. Repaying the loan involves not only returning the borrowed money, but also the payment of interest charged for the use of someone else's money. Knowing how the interest is calculated, whether it is simple interest or compound interest, helps to demystify the process. A simple formula can be used to calculate simple interest, and it works for interest rates that are mixed fractions, such as 10 1/2 percent.

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Instructions

    • 1

      Learn the formula I = P*T*R/100, where "I" stands for interest, "P" for principal, "T" for time and "R" for rate. The rate can also be written as a decimal. In this example, the interest rate is 10 1/2. Convert 1/2 to a decimal to obtain 10.5. Divide that number by 100 to get the rate in decimal form, 0.105.

    • 2

      Substitute the numbers into the formula. For example, a businessman borrows $500 to buy a printer. This is the principal. He will repay the loan in two years, at a rate of 10 1/2 percent. So the principal = 500, time = 2 and rate = 10.5/100. Plugging in the numbers, you get 500 * 2 * 0.105. So the interest is $105.

    • 3

      Remember this is interest for the whole year. To find out the monthly interest, divide the interest amount by the total time stated in months. So 105/24 which equals $4.38 per month.

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