b. Give a counterexample to justify that division is not
associative for integers.
Answers
Answered by
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
Answered by
1
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.
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