What is an expression that shows the Associative Property has been applied to (6+8)+4 ?
3 answers
An expression that shows the Associative Property applied to (6+8)+4 would be (6+(8+4)).
how
Let's break it down step by step:
The original expression is (6+8)+4.
According to the associative property of addition, we can regroup and change the grouping of the numbers.
So, we can group 8 and 4 together first: (6+(8+4)).
- Inside the parentheses, we have 8+4, which equals 12.
- So, the expression becomes (6+12).
Now, we can add 6 and 12 together: (6+12).
- The final result is 18.
So, the expression that shows the associative property applied to (6+8)+4 is (6+(8+4)) and it simplifies to 18.
The original expression is (6+8)+4.
According to the associative property of addition, we can regroup and change the grouping of the numbers.
So, we can group 8 and 4 together first: (6+(8+4)).
- Inside the parentheses, we have 8+4, which equals 12.
- So, the expression becomes (6+12).
Now, we can add 6 and 12 together: (6+12).
- The final result is 18.
So, the expression that shows the associative property applied to (6+8)+4 is (6+(8+4)) and it simplifies to 18.