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Relations between numbers and group members
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VeeEight
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What don't you understand? The R just stands of the relation, the N represents the set of natural numbers, and mRn just means (I believe) that m is related to n, or (m,n) is an element of R.
To solve the question, take the 3 properties of an equivalence relation and compare them to R and see if all of them work out or (at least) one of them fails. If a requirement fails then provide an example, then you are done. If none of them fail, then prove mathematically how they all work out from the original description of R.
To solve the question, take the 3 properties of an equivalence relation and compare them to R and see if all of them work out or (at least) one of them fails. If a requirement fails then provide an example, then you are done. If none of them fail, then prove mathematically how they all work out from the original description of R.
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