What is the correct reason for statement 3? Prove: (2y) ∙ 4 + y = 9y 1. (2y) ∙ 4 + y 1. Given
2. 4 ∙ (2y) + y 2. Commutative Property
3. (4 ∙ 2) ∙ y + y 3.
4. 8y + y 4. Commutative Property
5. 9y 5. Addition
A. Multiplication
B. Distributive Property
C. Addition
D. Associative Property (I say b or d)

Question

What is the correct reason for statement 3? Prove: (2y) ∙ 4 + y =  9y 1.  (2y) ∙ 4 + y 1. Given 
2.  4 ∙ (2y)  + y 2. Commutative Property 
3.  (4 ∙ 2) ∙ y  + y 3. 
4.  8y + y 4. Commutative Property 
5.  9y 5. Addition 
A. Multiplication
B. Distributive Property  
C. Addition
D. Associative Property     (I say b or d)

anonymous · Answer

I got more

anonymous · Answer

@adajiamcneal

anonymous · Answer

@Ankh

adajiamcneal · Answer

wait theres no question its all answers

anonymous · Answer

No part of it is part of the question I will copy and post the answers

anonymous · Answer

A. Multiplication
B. Distributive Property  
C. Addition
D. Associative Property     (I say b or d)

anonymous · Answer

2y * 4 + y = 9y
8y + y = 9y
9y = 9y

anonymous · Answer

Don't solve it what property is it?

anonymous · Answer

The wording of the question is a mess, what is asked of you?

anonymous · Answer

I'm good at math, not words.

anonymous · Answer

What is the correct reason for statement 3?

anonymous · Answer

that 2y * 4 is the same as 2 * y * 4 and any other combination you can think of. Because they're multiplied between each other.

anonymous · Answer

A.