Rewrite the expression 3x+(2y+z)
using the Associative Property of Addition.(1 point)
(3x+2y)+z
the bot is ritghtttt
To rewrite the expression using the Associative Property of Addition, we can change the grouping of the terms. According to the Associative Property of Addition, we can group terms in any way without changing the value of the expression.
So, we can rewrite the expression 3x + (2y + z) as (3x + 2y) + z.
To rewrite the expression using the Associative Property of Addition, we can change the grouping of the terms without changing their order. The Associative Property of Addition states that changing the grouping of the terms in an addition expression does not affect the sum.
The given expression is 3x + (2y + z).
To apply the Associative Property of Addition, we can change the grouping of the terms. Let's group the terms (2y + z) together:
(3x + 2y) + z
Now, the expression is rewritten using the Associative Property of Addition as (3x + 2y) + z.