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'Prove that the relation `R` on `Z` defined by `(a ,\ b) in RhArr` `a-b` is divisible by 5 is an
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"Prove that the relation `R`
on `Z`
defined by `(a ,\ b) in RhArr`
`a-b`
is divisible by 5 is an equivalence relation on `Z`
."
on `Z`
defined by `(a ,\ b) in RhArr`
`a-b`
is divisible by 5 is an equivalence relation on `Z`
."
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