Question

Винеси спільний множник за дужки: 16а - 24y + 80. А. 8(2а - Зу + 10); Б 4(4а - 24 + 80); В 16(а – 8y + 64); г 8(2а - 24y + 80).помогите пожалуста!!!​

Answer 1

Ответ:

А.

Пошаговое объяснение:

$16a - 24y + 80 = 8(2a - 3y + 10)$

Answer 2

Finding the Common Factor

To find the common factor for the given expressions, we can factor out the greatest common factor from each expression.

Given Expressions: 1. 8(2a - 3y + 10) 2. 4(4a - 24 + 80) 3. 16(a - 8y + 64) 4. 8(2a - 24y + 80)

Let's factor out the common factors from each expression.

Factoring the Expressions

1. For the expression 8(2a - 3y + 10): - The greatest common factor is 2. - Factoring out 2, we get: 2(4a - 6y + 20)

2. For the expression 4(4a - 24 + 80): - The greatest common factor is 4. - Factoring out 4, we get: 4(a - 6 + 20)

3. For the expression 16(a - 8y + 64): - The greatest common factor is 16. - Factoring out 16, we get: 16(a - 8y + 64)

4. For the expression 8(2a - 24y + 80): - The greatest common factor is 8. - Factoring out 8, we get: 8(a - 3y + 10)

Identifying the Common Factor

After factoring out the greatest common factor from each expression, we can see that the common factor for all the given expressions is (a - 3y + 10).

Therefore, the common factor for the given expressions: 16a - 24y + 80 is (a - 3y + 10).