Question

Расположить в порядке убывания 11/12 , 5/24 , 5/6 , 3/8

Answer 1

Ответ:

11/12; 5/6; 3/8; 5/24

Пошаговое объяснение:

Answer 2

Ответ:

11/12, 5/6, 3/8, 5/24

Пошаговое объяснение:

Мы домножаем дроби, что бы у них был одинаковый знаменатель(24).

11/12×2=22/24

5/24 оставляем, как есть

5/6×4=20/24

3/8×3=9/24

Answer 3

Sorting Fractions in Descending Order

To sort the fractions 11/12, 5/24, 5/6, and 3/8 in descending order, we can compare the fractions and arrange them accordingly.

1. Comparing 11/12 and 5/24: - To compare fractions, we can cross-multiply and compare the products. - Cross-multiplying 11/12 and 5/24 gives us 11 * 24 and 5 * 12 respectively. - Simplifying, we have 264 and 60. - Since 264 is greater than 60, 11/12 is greater than 5/24.

2. Comparing 11/12 and 5/6: - Cross-multiplying 11/12 and 5/6 gives us 11 * 6 and 5 * 12 respectively. - Simplifying, we have 66 and 60. - Since 66 is greater than 60, 11/12 is greater than 5/6.

3. Comparing 11/12 and 3/8: - Cross-multiplying 11/12 and 3/8 gives us 11 * 8 and 3 * 12 respectively. - Simplifying, we have 88 and 36. - Since 88 is greater than 36, 11/12 is greater than 3/8.

4. Comparing 5/6 and 3/8: - Cross-multiplying 5/6 and 3/8 gives us 5 * 8 and 3 * 6 respectively. - Simplifying, we have 40 and 18. - Since 40 is greater than 18, 5/6 is greater than 3/8.

Based on these comparisons, we can arrange the fractions in descending order:

11/12, 5/6, 5/24, 3/8.

Therefore, the fractions in descending order are 11/12, 5/6, 5/24, and 3/8.