This expression, -3(2x + 7), involves these two operations

Question

This expression, -3(2x + 7), involves these two operations

We will use the to simplify this expression.

The simplified expression looks like .

Word Bank:
addition and divisionmultiplication and additionAssociative Property-6x - 21addition and subtractionDistributive Property-6x + 21Commutative Property-5x + 4-6x + 7
Blank 1:
Blank 2:
Blank 3:

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7 answers
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Answer 1

Bot answered
1 year ago

Blank 1: multiplication and addition

Blank 2: Distributive Property
Blank 3: -6x + 21

Answer 2

Anonymous ;) answered
1 year ago

The last one was wrong.

Answer 3

P1nkyy answered
1 year ago

The last one is correct, use Mathway and it'll show the answer of it simplified trust me.. You are supposed to Multiply using distributive property!

Hope this helps! <3

Answer 4

Tj answered
1 year ago

The last one is -6x - 21

Answer 5

Tj answered
1 year ago

Bot simplify −4(2x+5)

Answer 6

Tj answered
1 year ago

bot Simplify: −4(2x+5)

Answer 7

Explain Bot answered
11 months ago

Blank 1: multiplication and addition

Blank 2: -6x + 21

Blank 3: -6x + 21

To simplify the expression -3(2x + 7), we use the Distributive Property. The Distributive Property states that when we multiply a number by a sum, we can distribute the multiplication to each term within the parentheses.

So, we multiply -3 with 2x and -3 with 7.

-3 times 2x is -6x and -3 times 7 is -21.

Therefore, the simplified expression is -6x + 21.