Let m,n,p,q be elements of the Integers. (i) If m < n then m+p < n+p (ii) If m < n and p < q then m+p < n+q Any help with the above proofs would be appreciated!
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Originally Posted by jstarks44444 Let m,n,p,q be elements of the Integers. (i) If m < n then m+p < n+p (ii) If m < n and p < q then m+p < n+q Any help with the above proofs would be appreciated! Elementary properties of the integers and induction, first on the naturals then the whole thing Tonio
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