Put the biggest first, the next biggest next... and the smallest last.
You may want to convert them all to a common denominator and then order them by numerator wioth the largest first and the smallest last.
descending
To write fractions in order, first ensure they have a common denominator. If they don’t, find the least common denominator by identifying the smallest multiple shared by the denominators. Convert each fraction to an equivalent fraction with this common denominator, then compare the numerators to arrange them in ascending or descending order. Alternatively, you can convert fractions to decimals for easier comparison.
Listing the fractions is ascending (or descending) order.
Two ways: Convert them to like fractions with a common denominator and order them by their numerators or convert them to decimals, order them, and change them back.
To arrange integers in descending order, start by identifying the largest integer in the set. Then, place it first, followed by the next largest integer, and continue this process until all integers are listed. For example, given the integers 5, 2, and 8, the descending order would be 8, 5, 2. Ensure that each integer is placed in sequence from highest to lowest.
descending
its arranged by ascending and descending order.........
With certain fractions then experience and observation will enable them to be placed in descending order. With fractions where the order is difficult to assess then they will need to be converted to equivalent fractions having the same denominator. A direct comparison of the numerators will then enable the original fractions to be placed in order. EXAMPLE : Arrange 5/6. 8/9 and 7/8 in descending order. The Lowest Common Multiple of 6, 8 and 9 is 72. This is the new common denominator. 5/6 is equivalent to 5x12/6x12 = 60/72 : 8/9 is equivalent to 8x8/9x8 = 64/72 : 7/8 is equivalent to 7x9/8x9 = 63/72. Therefore the descending order is 64/72,63/72,60/72 or 8/9, 7/8, 5/6
Listing the fractions is ascending (or descending) order.
Express all of them with a common denominator, then order them according to their numerators.
Find the lowest common denominator, convert them, and arrange them in ascending order.
Two ways: Convert them to like fractions with a common denominator and order them by their numerators or convert them to decimals, order them, and change them back.
Ascending means increasing in value or moving higher, while descending means decreasing in value or moving lower. In a numeric sequence, ascending would go from lowest to highest, while descending would go from highest to lowest.
To arrange integers in descending order, start by identifying the largest integer in the set. Then, place it first, followed by the next largest integer, and continue this process until all integers are listed. For example, given the integers 5, 2, and 8, the descending order would be 8, 5, 2. Ensure that each integer is placed in sequence from highest to lowest.
4n3 - 12n2 - 7n + 9
Arrange them in descending order.
Various methods: * Convert the fractions into equivalent fractions with the same denominator; then order by smallest numerator to largest; * Convert the fractions to [approximate] decimals by dividing the numerators by the denominators; then order by the smallest decimal to largest; * Divide the denominators by the numerators; then order by the largest result to the smallest. In all cases list the original fractions.