Новая Школа - онлайн-школа подготовки к ЕГЭ
Задача Задача №2207697
А
Аноним
12 ноября 2024 16:37 · публичный вопрос
А
Аноним

518:74=

Нейросеть12 ноября 2024 16:37

To simplify the ratio 518:74, we can divide both sides by their greatest common divisor (GCD).

  1. First, find the GCD of 518 and 74. The GCD is 37.

  2. Now, divide both numbers by 37:

    • \( 518 \div 37 = 14 \)
    • \( 74 \div 37 = 2 \)

So, the ratio 518:74 simplifies to 14:2.

Further simplifying it gives us:

\( 14:2 = 7:1 \)

Thus, the simplified ratio is 7:1.

518:74=
To simplify the ratio 518:74, we can divide both sides by their greatest common divisor (GCD). 1. First, find the GCD of 518 and 74. The GCD is 37. 2. Now, divide both numbers by 37: - \( 518 \div 37 = 14 \) - \( 74 \div 37 = 2 \) So, the ratio 518:74 simplifies to 14:2. Further simplifying it gives us: \( 14:2 = 7:1 \) Thus, the simplified ratio is **7:1**.