Give five fractions that are smaller than 1/4
1 / (anything greater than 4)
Sure! Here are five fractions that are smaller than 1/4:
1. 1/5
2. 1/6
3. 1/7
4. 1/8
5. 1/9
To find five fractions that are smaller than 1/4, we can simply use the concept of creating fractions with a numerator less than the denominator. Here are five examples:
1. 1/5: This fraction is smaller than 1/4 because the numerator (1) is smaller than the denominator (5).
To visualize this, imagine dividing something into five equal parts and taking just one part out of those five.
2. 2/7: This fraction is smaller than 1/4 as the numerator (2) is less than the denominator (7).
To understand this, picture dividing a whole into seven equal parts and selecting only two parts.
3. 3/8: This fraction is also smaller than 1/4 as the numerator (3) is smaller than the denominator (8).
Imagine dividing an object or quantity into eight equal parts and taking three of those parts.
4. 4/11: This fraction is smaller than 1/4 because the numerator (4) is less than the denominator (11).
To better grasp this, envision dividing something into eleven equal parts and picking four of those parts.
5. 5/12: This fraction is smaller than 1/4 since the numerator (5) is smaller than the denominator (12).
Picture dividing an object or quantity into twelve equal parts and selecting five of those parts.
Remember, in general, fractions with numerators smaller than denominators create values smaller than 1.