Question

5/7 : 3/14 : 2/9 6/11 : 4/33 : 3/4

Answer 1

Ответ:

15;

6.

Пошаговое объяснение:

всё На фото......

Answer 2

5/7 : 3/14 : 2/9 = 5/7 * 14/3 *9/2 = 5 * 2 * 3/2 = 5 * 3 = 15

6/11 : 4/33 : 3/4 = 6/11 * 33/4 * 4/3 = 2 * 3 =6

Answer 3

The given expression seems to consist of three ratios, separated by colons. Let's break it down and analyze each ratio separately.

Ratio 1: 5/7 : 3/14 : 2/9 To compare these fractions, we can convert them to a common denominator: 5/7 = 50/70 3/14 = 15/70 2/9 = 14/63

Therefore, the ratio becomes: 50/70 : 15/70 : 14/63

Ratio 2: 6/11 : 4/33 : 3/4 Converting to a common denominator: 6/11 = 132/242 4/33 = 8/66 3/4 = 99/132

The ratio becomes: 132/242 : 8/66 : 99/132

It seems like there may be an error in the second fraction of ratio 2, as the denominator doesn't match the others. Assuming it's a mistake, let's correct it.

Corrected Ratio 2: 6/11 : 4/33 : 3/4 Converting to a common denominator: 6/11 = 72/132 4/33 = 16/132 3/4 = 99/132

The corrected ratio becomes: 72/132 : 16/132 : 99/132

Now we have three ratios to analyze: 50/70 : 15/70 : 14/63 72/132 : 16/132 : 99/132

To simplify the ratios, we can divide each numerator and denominator by their greatest common divisor (GCD).

Ratio 1 after simplification: 50/70 : 15/70 : 14/63 Dividing each fraction by 5: 10/14 : 3/14 : 2/9

Ratio 2 after simplification: 72/132 : 16/132 : 99/132 Dividing each fraction by 12: 6/11 : 4/33 : 33/44

Therefore, the simplified ratios are: Ratio 1: 10/14 : 3/14 : 2/9 Ratio 2: 6/11 : 4/33 : 33/44