Question

write the fractionsascending order. 5/22 , 19/22 , 17/22 , 12/22 , 8/22

Answer 1

Answer:

12/22 correct answer ok

Answer 2

Given:

$\frac{5}{22}, \frac{19}{22}, \frac{17}{22}, \frac{12}{22}, \frac{8}{22}$

To find:

To write the fractions in ascending order, $\frac{5}{22}, \frac{19}{22}, \frac{17}{22}, \frac{12}{22}, \frac{8}{22}$

Step by step Explanation:

• Ascending order:

     Arranged in a series that begins with the least or smallest and ends with the greatest or largest.

• Ordering fractions in ascending order:

1. Ordering fractions means arranging fractions from the smallest to the largest(ascending order) or largest to smallest(descending order).
2. When comparing two fractions with same denominator, the larger fraction is the one with the greater numerator.
3. If the denominator is different, we need to convert our fractions to equivalent fractions of the same denominator and then compare them to put in order.
4. Therefore ,the given fractions ascending order is,$\frac{5}{22}< \frac{8}{22}< \frac{12}{22}< \frac{17}{22}< \frac{19}{22}$

Answer:

 Fractions ascending order is: $\frac{5}{22}, \frac{8}{22}, \frac{12}{22}, \frac{17}{22}, \frac{19}{22}$