Q:

# What is the ascending order of fractions?

A:

The ascending order of a group of fractions refers to putting the terms in order from lowest to greatest. The opposite of ascending is descending, which involves ordering the numbers from greatest to smallest.

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In order to put fractions into ascending order, they must first be compared based on size. One way to do this is to compare the numerators directly after making both fractions have a common denominator. This can be done systematically until there are no more fractions in the group. An alternative method is to convert all the fractions to decimals to make comparing by inspection obvious. The numbers can then be converted back to fractions, if desired.

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## Related Questions

• A:

In order to solve for x, you must isolate x on one side of an equation. To separate x from a fractional coefficient, you must cancel that fraction, usually by multiplying its inverse. You should not need a calculator, as this is a simple task that usually takes only a minute or two.

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• A:

Fractions are important because people use them everyday in activities like cooking, carpentry, sports, sewing and driving. For example, cooking involves using measurements of ingredients given in fractions, such as 1/2 cup flour, 1/2 teaspoon of sugar or 1/4 teaspoons of salt.

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• A:

Any fraction with a one as the numerator and a number equal to or greater than three as the denominator will be less than 1/2. As a general rule, if the denominator is more than twice as large as the numerator, the fraction will be smaller than 1/2. For example, 2/9 is less than 1/2.