Used to commutative property of addition to rewrite the algebraic expression 4^2+8x

Answer 1

The commutative property of addition states that changing the order of the terms in an addition operation does not change the sum. For the expression \( 4^2 + 8x \), we can apply this property to rearrange the terms.

First, we can compute \( 4^2 \): \[ 4^2 = 16 \]

Now we can rewrite the expression: \[ 16 + 8x \]

According to the commutative property, we can also write it as: \[ 8x + 16 \]

So, using the commutative property of addition, we can rewrite the expression \( 4^2 + 8x \) as either \( 16 + 8x \) or \( 8x + 16 \).