Dividing 1 by 3 gives us a fraction that can be expressed as follows: the numerator is 1 and the denominator is 3. Therefore, the fraction representing this division is 1/3.
When we write this in fractional form, it signifies that we take one whole unit and divide it into three equal parts. Each part, therefore, becomes one-third of the whole. This fraction, 1/3, is common in various contexts, including cooking, measurements in math, and everyday situations where we share or distribute items equally.
In terms of decimal representation, 1/3 also equals approximately 0.333, which is a repeating decimal. This means that if you divide 1 by 3 using a calculator, you’ll see that it continues indefinitely as 0.3333…
Additionally, 1/3 is crucial in many mathematical concepts, including fractions, ratios, and proportions. Understanding how to work with such fractions allows students and individuals to solve real-world problems efficiently and effectively.
In summary, when you divide 1 by 3, the result as a fraction is 1/3, representing one part out of three equal divisions of a whole.