8x25x23 using associative property
To solve the expression 8x25x23 using the associative property, we need to understand how the associative property works.
The associative property states that the way numbers are grouped in an expression does not affect their sum or product. In other words, you can change the grouping of multiplication without changing the result.
In this case, we have three numbers: 8, 25, and 23. To apply the associative property, we need to group them together in a way that makes it convenient to perform the multiplication.
Let's consider two possible groupings:
1) Grouping 8 and 25 first, then multiplying the result by 23:
(8x25)x23
2) Grouping 25 and 23 first, then multiplying the result by 8:
8x(25x23)
Now, let's evaluate both expressions to see if the result is the same:
1) (8x25)x23 = 200x23 = 4600
2) 8x(25x23) = 8x575 = 4600
As you can see, both expressions yield the same result of 4600. This demonstrates the associative property.
Therefore, you can solve the expression 8x25x23 using the associative property by either multiplying (8x25) first, then multiplying the result by 23, or by multiplying (25x23) first, then multiplying the result by 8.