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Could someone assist me in the following question? Let relation R over R be defined as (x,y) Rift x y Z. (a) Prove that R

Could someone assist me in the following question?

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Let relation R over R be defined as (x,y) Rift x y Z. (a) Prove that R is an equivalence relation. (b) Consider the equivalence classes generated by R i. Is each individual class finite or infinite? ii. Is the total number of classes finite or infinite

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