Is a Repeating Decimal a Rational Quantity?
The query of whether or not a repeating decimal is a rational quantity holds nice significance in arithmetic. A rational quantity is a quantity that may be expressed as a fraction of two integers. Repeating decimals symbolize values that proceed indefinitely and repeat the identical sample of digits. For instance, the decimal 0.333… (the place the 3s repeat infinitely) could be written because the fraction 1/3, making it a rational quantity.
