Which of the following answers applies the Distributive Property of Multiplication Over Addition correctly for simplifying 23−9(2x+5)+11x?(1 point)

Question

Responses

Answer 1

A. 2x+(-9)(2x)+(-9)(5)+(11x)—>2x+(-18x)+(-45)+(11x)
B. 23+(-9)(2x)+(-9)(5)+(11x)—>23+(-18x)+(-45)+(11x)
C. 2x+(-9)(2x+5)+11x—>2x+(-18x+(-45))+11x
D. 23+(-9)(2x+5)+11x—>23+(-18x+(-45))+11x

Answer 2

WHICH ONE I CANT FAIL

Answer 3

The correct answer is option C. 2x+(-9)(2x+5)+11x—>2x+(-18x+(-45))+11x. This correctly applies the Distributive Property of Multiplication Over Addition.

Answer 4

14(2x+5+11x)
14 left parenthesis 2 x plus 5 plus 11 x right parenthesis

23−18x−45+11x
23 minus 18 x minus 45 plus 11 x

14(2x+5)+11x
14 left parenthesis 2 x plus 5 right parenthesis plus 11 x

23−7x−4+11x
23 minus 7 x minus 4 plus 11 x

Answer 5

The expressions you provided do not involve the Distributive Property of Multiplication Over Addition. However, I can simplify them for you:

14(2x+5+11x) simplifies to 28x + 70 + 154x, which further simplifies to 182x + 70.

23−18x−45+11x simplifies to -7x - 22.

14(2x+5)+11x simplifies to 28x + 70 + 11x, further simplifying to 39x + 70.

23−7x−4+11x simplifies to 4x + 19.

Answer 6

SO OUT OF THE ONEWS I GAVE WHICH ONE

Answer 7

Out of the expressions you provided, the one that involves the Distributive Property of Multiplication Over Addition is:

14(2x+5)+11x -> 28x + 70 + 11x

Answer 8

Was it right