Question

Спростіть вираз -8(2-2у)+6(-2у+3)

Answer 1

Раскроем скобки и приведём подобные слагаемые:

= -8 · 2 - 8 · (-2у) + 6 · (-2у) + 6 · 3 =

= -16 + 16у - 12у + 18 =

= (16у - 12у) + (18 - 16) =

= 4у + 2.

Ответ: 4у + 2.

Answer 2

Ответ:

=-16+16у-12у+18=2+4у

Answer 3

I can help you with simplifying expressions. To simplify the expression -8(2-2y)+6(-2y+3), you need to follow these steps:

- First, use the distributive property to multiply the factors inside the parentheses by the coefficients outside. This gives you -16+16y-12y+18. - Next, combine the like terms by adding or subtracting the coefficients. This gives you 2+4y. - Finally, write the simplified expression in the standard form, where the variable term comes before the constant term. This gives you 4y+2.

The final answer is 4y+2. Here is the solution in LaTeX:

$$-8(2-2y)+6(-2y+3)$$ $$=-16+16y-12y+18$$ $$=2+4y$$ $$=4y+2$$Ответь+подробно.++Спростіть+вираз+-8(2-2у)+6(-2у+3)+