Recent content by jmn_153

I get it now, thanks a lot man

oh ok, thanks for your help What's mod?

Can't figure it out Prove that if n is an odd positive integer, then one of the numbers n+5 or n+7 is divisible by 4 My thoughts I don't know if this is right- Multiply n+5 and n+7, because if one of them is a multiple by 4 then shouldn't their product be divisible 4

ok, thanks for your help I'll keep trying

Or would it be n = 5k

Would it be n= k + 5

yea, Buit I'm not sure what the proper way to start it off is

Can anyone please help me with this proof Prove that every positive integer, ending in 5 creates a number that when squared ends in 25