Question

Use the distributive property to multiply (3w+5)(-2w - 7).O6w²-21w+ 30O-6²-31w-35O-6² +31w+35O6w²-21w-35

Answer 1

Given:

There are given the expression:

$(3w+5)(-2w-7)$

Explanation:

According to the question:

We need to find the value of multiplication by using the distributive property:

So,

From the property of distributive low:

$a(b+c)=ab+ac$

Then,

From the expression:

$(3w+5)(-2w-7)=(3w+5)(-2w)+(-7)(3w+5)$

Then,

$\begin{gathered} (3w+5)(-2w-7)=(3w+5)(-2w)+(-7)(3w+5) \\ =-6w^2-10w+(-21w)-35 \\ =-6w^2-10w-21w-35 \\ =-6w^2-31w-35 \end{gathered}$