Which algebraic property is used to rewrite 2(x + 3) as 2x + 6? (1 point) Distributive property Associative property Commutative property of addition Commutative property of multiplication
Any ideas?
i think it might be B
Do you know what the associative property is?
Hmmm kinda
Tell me what it is :)
numbers are grouped. By 'grouped' we mean 'how you use parenthesis'. In other words, if you are adding or multyplying
Almost |dw:1468255218095:dw| 2(x + 3) as 2x + 6 Does not fit the definition therefore it is not the correct answer
Let's go in order with your options, Starting with A The distributive property: \[\huge~\rm~\bf~a(b+c)=ab+ac \]
So to put it in perspective \[\huge~\rm~\bf~2(x+3)=2*x+3*2\]
2xX wait wat would x be would x be 3?
No x is just a vairble
wait i forgot whats a variable
Can I step in and help? I know the answer.. Or is this a trick question?
yes you can help "D
A variable is a letter subbed in for an unknown value.
oh ok
So, would distributive property be our answer?
naw
@pooja195 Did you ask a question you know the answer to?!
Try again, |dw:1468255651680:dw| If we apply that to this case: \[\huge~\rm~\bf~2(x+3)\rightarrow 2*x+2*3 \] Would it be right? @Jadeishere Please go back and read the post.
|dw:1468255986090:dw|
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