Question

0,6 • (5/9a - 5/6b) =

Answer 1

Ответ:

Объяснение:

Давайте спростимо вираз:

0.6 * (5/9a - 5/6b)

Спочатку помножимо 0.6 на обидва дроби в дужках:

0.6 * (5/9a) - 0.6 * (5/6b)

Тепер спростимо обидва дроби:

(0.6 * 5) / (9a) - (0.6 * 5) / (6b)3/9a - 5/6b

Тепер можемо спростити чисельник обох дробів:1/3a - 5/6b

Отже, вираз 0.6 * (5/9a - 5/6b) дорівнює 1/3a - 5/6b.

Answer 2

To simplify the expression 0.6 * (5/9a - 5/6b), you can follow these steps:

1. Distribute the 0.6 to both terms inside the parentheses: 0.6 * 5/9a - 0.6 * 5/6b

2. Multiply the fractions by 0.6: (0.6 * 5/9)a - (0.6 * 5/6)b

3. Calculate the products: (3/15)a - (5/10)b

4. Simplify the fractions: (1/5)a - (1/2)b

So, 0.6 * (5/9a - 5/6b) simplifies to (1/5)a - (1/2)b.