Consider a binary operation ∗ on N defined as a ∗ b = a3 + b3. Choose the correct answer.
(A) Is ∗ both associative and commutative?
(B) Is ∗ commutative but not associative?
(C) Is ∗ associative but not commutative?
(D) Is ∗ neither commutative nor associative?
Justify your choice.
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my ans. is
[A] * both associative and commutative
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(A) ∗ is both associative and commutative.
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