Question

b. Give a counterexample to justify that division is not
associative for integers.​

Answer 1

Answer:

Step-by-step explanation:

6÷(6÷2) = 2

and

(6÷6)÷2 = 1/2

so both are  not same so division is not associative over integers

Answer 2

Answer:

Addition is commutative.

Eg. 3+5=8

5+3=8

Division isn't commutative.

Eg.4÷2= 2.

2÷4= 0.5

I hope it helps.

Associative property:

Eg.

(4÷2)÷2= 1

4÷(2÷2)= 4

I proved two properties.

Hope that helps.