Question

1) 48/49 : 32/632) 3 6/9 : 9/283) 9/16 : 36​

Answer 1

Ответ:

Пошаговое объяснение:

Answer 2

To simplify these ratios, you can follow these steps:

1. 48/49 : 32/63 To simplify this ratio, you can find the greatest common divisor (GCD) of the two fractions and then divide both fractions by the GCD. GCD(48, 49) = 1 (since 48 and 49 are relatively prime) GCD(32, 63) = 1 (since 32 and 63 are relatively prime)

So, the simplified ratio is still 48/49 : 32/63.

2. 3 6/9 : 9/28 First, simplify the mixed number 3 6/9 to an improper fraction. 3 6/9 = (3 * 9 + 6)/9 = 33/9

Now, you have the ratio 33/9 : 9/28. To simplify it, find the GCD of the two fractions: GCD(33, 9) = 3 GCD(9, 28) = 1

Divide both fractions by the GCD (3): (33/3)/(9/3) : (9/3)/(28/3) = 11/3 : 3/28

So, the simplified ratio is 11/3 : 3/28.

3. 9/16 : 36 To simplify this ratio, first convert the whole number 36 to a fraction with the same denominator as 9/16 (which is 16). 36 = 36/1

Now, you have the ratio 9/16 : 36/1. To simplify it, find the GCD of the two fractions: GCD(9, 16) = 1

So, the simplified ratio is 9/16 : 36/1.