Let m be an element of the Natural Numbers and n be an element of the Integers. If m*n is an element of the Natural Numbers, then n is an element of the Natural Numbers.
Any help with the above proof would be appreciated!
Let m be an element of the Natural Numbers and n be an element of the Integers. If m*n is an element of the Natural Numbers, then n is an element of the Natural Numbers.
Any help with the above proof would be appreciated!
One again, if you would post a list of axioms, definitions, and theorems you would receive better help.
Not having a such here a guess based upon the definition of you posted before.
Suppose that
Based on the given we know that so from the axiom .
You have proven that for all .
What would that say about