what number can replace x to demonstrate the commutative property of multiplication 25x+4x25? ≽^•⩊•^≼ /ᐠ｡ꞈ｡ᐟ\
To demonstrate the commutative property of multiplication, you need to find a number that can replace x in the expression 25x + 4x25, which would result in the same answer regardless of the order in which the multiplication is done.
In this case, we have 25x + 4x25. To simplify, we can multiply the numbers:
25x + 4x25 = 25x + 100
To demonstrate the commutative property, we want to find a value for x that makes this expression equal to itself when the terms are rearranged.
Let's try replacing x with 4:
25x + 100 = 25(4) + 100 = 100 + 100 = 200
Now, let's rearrange the expression:
25(4) + 100 = 25x + 100
As you can see, regardless of the order in which the multiplication is done (25 times 4 or 4 times 25), the result is the same. Therefore, the number 4 can replace x to demonstrate the commutative property of multiplication in the given expression.