Question

-4(w+3)w simplify please help

Answer 1

-4w² - 12w

Explanation:

In order to simplify -4(w+3)w, we can use the distributive property.

-4(w+3)w = -4w × (w+3)

Expanding the parentheses, we get:

-4w² - 12w

`Therefore, the simplified expression is:

-4w² - 12w

Answer 2

`\sf -4w^2 -12w`

Steps:

`\sf -4(w+3)w`

rewrite

`\sf -4w(w+3)`

distribute inside parenthesis

`\sf -4w(w)-4w(3)`

final answer

`\sf -4w^2 -12w`