Question

2(2-x)(2+x) ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌ ᠌ ᠌᠌ ᠌ ᠌ ᠌ ᠌

Answer 1

2(2-x)(2+x)= 2(4-x²)= 8-2x²

Answer 2

Ответ:

8-2x²

Пошаговое объяснение:

2(2-x)(2+x)

2*(4-x²)

8-2x²

Answer 3

To simplify the expression 2(2-x)(2+x), we can use the distributive property to expand it.

First, let's expand the expression inside the parentheses:

(2-x)(2+x) = 2(2) + 2(x) - x(2) - x(x) = 4 + 2x - 2x - x^2 = 4 - x^2

Now, we multiply the result by 2:

2(4 - x^2) = 8 - 2x^2

So, the simplified form of 2(2-x)(2+x) is 8 - 2x^2.