# Simplify. -4(3x-3)+9(x+1)

*print*Print*list*Cite

### 6 Answers

Simplify `-4(3x-3) +9(x+1)` .

Use the distributive property: `a(b+c) = ab+ac.`

`-12x + 12 + 9x + 9`

Now combine like terms.

`-3x + 21`

or `-3(x-7)`

Multiply `-4` by each term inside the parentheses.

`12-12x+9(x+1)`

Multiply `9` by each term inside the parentheses.

`12-12x+9x+9 `

Add `9` to `12 ` to get `21` .

`21-12x+9x`

Since `-12x` and `9x` are like terms, subtract `9x` from `-12x` to get `-3x` .

Thus, the answer is `-3x + 21`

``

The expression -4(3x-3)+9(x+1) has to be simplified.

-4(3x-3)+9(x+1)

First, open the brackets.

= -4*3x - 3*-4 + 9*x + 9

= -12x + 12 + 9x + 9

Combine similar terms

= -3x + 21

**The simplified form of the expression -4(3x-3)+9(x+1) is -3x + 21**

-4(3x - 3) + 9(x + 1)

To simplify this follow the rules of BODMAS or PEMDAS, first we remove the brackets,

-4(3x - 3) + 9(x + 1)

Then we add or subtract whichever is needed

-12x + 12 + 9x + 9

-3x + 21

Now factor out to simplify it more,

-3x + 21

**-3 (x - 7) Answer.**

-4 ( 3x - 3 ) + 9 ( x + 1 )

To solve this , first distribute the -4 and the 9 .

By distributing , you should get

-12x + 12 + 9x + 9 now combine -12x with 9x .

By combining -12x with 9x , you should get

-3x + 12 + 9 now combine 12 with 9 .

By combining 12 with 9 , you should get

-3x + 21 now we have to find the greatest common factor .

By finding the greatest common factor , you should get .

-3 ( x - 7 ) which is your answer .

`-4(3x-3)+9(x+1) ` the first thing is to distribute the numbers outside of the parentheses

-12x+12+9x+9 combine like terms

12+9=21

9x-12x=-3x

-3x+21 find the greatest common factor the answer is

-3(x-7)