how could you rewrite the expression (3+5)+8 using the Associative property of addition
how do you no the assotive propperty
(3+5)+8
3 + (8 + 5)
http://coolmath.com/prealgebra/06-properties/03-properties-associative-addition-01.htm
To rewrite the expression (3+5)+8 using the Associative property of addition, you can group the numbers differently.
The Associative property of addition states that you can regroup the numbers being added without changing the sum.
So, we can rewrite the expression as 3+(5+8).
By regrouping the numbers this way, we have used the Associative property of addition.
To rewrite the expression (3+5)+8 using the Associative property of addition, we need to regroup the numbers in a different way.
The Associative property of addition states that the grouping of numbers does not affect the sum. We can change the grouping of the three numbers: 3, 5, and 8, without changing the sum.
So, let's group (3+5) together and then add 8 to it.
Step 1: Group (3+5) together:
(3+5) + 8
Step 2: Perform the addition within the parentheses:
8 + 8
Step 3: Perform the final addition:
16
Therefore, the expression (3+5)+8, when using the Associative property of addition, can be rewritten as 16