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 Showing results 1 to 6 of 6 Search took 0.01 seconds. Search: Posts Made By: Charles Kusniec
 2021-06-04, 13:04 Replies: 1 Views: 293 Posted By Charles Kusniec Divisibility between polynomial expressions Given the expression [$$]x = \frac{n^2 -bn}{(2n+k)-b}[/$$] For [$]b[/$] an integer coefficient, [$]k[/$] is any integer constant, and index −∞<[$]n[/$]<∞. What is the relationship that must exist...
 2021-05-08, 16:50 Replies: 6 Views: 1,064 Posted By Charles Kusniec Dear a1call, Thanks for the example. ... Dear a1call, Thanks for the example. I like you used 65 as an example, because this is one of those cases of multiplicity of primitive Pythagorean triangle. At 65, we have 2 solutions...
 2021-05-08, 13:46 Replies: 6 Views: 1,064 Posted By Charles Kusniec Actually, we have 2 trivialities for n. We have... Actually, we have 2 trivialities for n. We have n=0 and n=1 as trivialities. I agree with what you said. What I am complementing is that there is another way to do this proof and in it we have to use...
 2021-05-08, 10:38 Replies: 6 Views: 1,064 Posted By Charles Kusniec Dear Dr Sardonicus, I read your proof and found... Dear Dr Sardonicus, I read your proof and found no fault. Apparently it is perfect. Congratulations. I think the way I asked already giving the answers helped. Now, the challenge is to find at least...
 2021-05-08, 00:09 Replies: 6 Views: 1,064 Posted By Charles Kusniec A pretty good challenge A PGC (pretty good challenge). Given: x=(y^2-(n^2-n))/(2n-1)=(y^2-Oblong)/Odd To prove, 1. If n>0, there will be Integer solution for x iff (2n-1) are the numbers that are divisible only by...
 Forum: Miscellaneous Math 2020-08-23, 10:50 Replies: 6 Views: 2,585 Posted By Charles Kusniec Where is the weakness of this reasoning? Let’s be any two positive and/or negative Odd Primes P1 and P2. Because both are Odd Primes, there will always exist an Integer reference r equidistant from them such as: P1=r+d P2=r-d ...
 Showing results 1 to 6 of 6

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