Commutative Monoid

[Vedansh-Keshari]

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Commutative Monoid

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As the question mentions, a set A or a Semi-group S or a Monoid M is defined over the operators '+'(addition) and 'x'(multiplication). Find whether it satisfies the properties of the Commutative-Monoid or not. A Set is said to be a Commutative-Monoid if it satisfies the Closure, Associative, Identity, and Commutative properties. To know more about Closure, Associative, Identity, Commutative properties, you can refer to the repository.

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