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doggie_Walkes
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This is a question from A consise introduction to pure mathematics (Martin Liebeck)
Hi guys, just stuck on one problem was wondering if someone could lend me hand.
Let ~ be an equivalence relation on all intergers with the property that for all "m" is an element of the set of intergers , we have,
m ~ m +5
and also m ~ m+8
Prove that m~ n for all m, n is an element of intergers.
This is on page 161 of Martin Liebeck's book, number 7.
Im really stuck!
Hi guys, just stuck on one problem was wondering if someone could lend me hand.
Let ~ be an equivalence relation on all intergers with the property that for all "m" is an element of the set of intergers , we have,
m ~ m +5
and also m ~ m+8
Prove that m~ n for all m, n is an element of intergers.
This is on page 161 of Martin Liebeck's book, number 7.
Im really stuck!