# Choose 2 axioms that allows 22 + (m + 8) to be written as m + 30

commutative - addition

distributive

associative - multiplication

symmetric

commutative - multiplication

associative - addition

identity - addition

**Solution:**

We have to choose 2 axioms which allows 22 + (m + 8) to be written as m + 30

The commutative property of addition says that changing the order of the addends does not change the value of the sum.

22 + (m + 8) can be written as (m + 8) + 22 using the Commutative - addition

Then by using the associative addition

The associative property of addition is the property of numbers that states the sum of three or more numbers will not change however the numbers are grouped while adding.

(m + 8) + 22 = m + (8 + 22)

So we get

= m + 30

Therefore, the 2 axioms which are used are the commutative-addition and associative-addition.

## Choose 2 axioms that allows 22 + (m + 8) to be written as m + 30

commutative - addition

distributive

associative - multiplication

symmetric

commutative - multiplication

associative - addition

identity - addition

**Summary:**

The 2 axioms that allow 22+(m+8) to be written as m+30 are the commutative-addition and associative-addition.

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