Question

Choose two axioms that allow 6 + (x + 5) to be written x + 11.

commutative - addition
distributive
associative - multiplication
symmetric
commutative - multiplication
associative - addition
identity - addition

Answer 1

commutative - addition

associative - addition

Explanation:

commutative is when you can move them in any order and associative can be added in any order.

So you move (x+5) to look like (x+5)+6 (commutative)

then switch parenthesis : x+(5+6) (associative)

then x+11.

Answer 2

associative means that you can move the parenthesis around the problem and still get the same answer. like (4+2)+3=4+(2+3)
first & sixth are the true