bosman3321
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- Apr 21, 2019
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How can i prove that for all positive integers of m and n: m and n are multiples of each other if and only if m=n
If n is a multiple of m then ∃k∈Z+ such that km=n.How can i prove that for all positive integers of m and n: m and n are multiples of each other if and only if m=n
I dont know how to.If n is a multiple of m then ∃k∈Z+ such that km=n.
If m is a multiple of n then ∃j∈Z+ such that jn=m.
Please finish the proof an post the result.
Suppose that m is a multiple of n & n is a multiple of m.I dont know how to.
ThanksIf n is a multiple of m then ∃k∈Z+ such that km=n.
If m is a multiple of n then ∃j∈Z+ such that jn=m.
Please finish the proof an post the result.
You were helped showing that if m and n are multiples of another then m=n. Did you show that if m=n, then m and n are multiples of one another? It is extremely easy but needs to be shown.Thanks
Got it