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bonfire09
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Let nεZ,Prove that 1-n^2>0, then 3n-2 is an even integer.
I proved it like this. I think its right but I am not able to word it correctly.
Since 1-n^2>0 therefore n=0. Then 3n-6=3(0)-2=-2. Since 0 is an integer, 3n-6 is even.
How can I learn to word this correctly because I am having some trouble with it?
I proved it like this. I think its right but I am not able to word it correctly.
Since 1-n^2>0 therefore n=0. Then 3n-6=3(0)-2=-2. Since 0 is an integer, 3n-6 is even.
How can I learn to word this correctly because I am having some trouble with it?
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