Using the commutative property of multiplication in rewriting the following polynomial expression (x+5)+3(a+(6x)y) for the below equation.
1. 3(a + y(6x)) + (x+5)
(x+5) + 3(a+(6x)y) = 3(a + y(6x)) + (x+5)
By the commutative property of multiplication, we can rearrange the terms within the parentheses:
(a + y(6x)) = (a + (6x)y)
So the rewritten polynomial expression is:
3(a + y(6x)) + (x+5) = 3(a + (6x)y) + (x+5)