Re: November Math Problem
Posted: Fri Nov 15, 2019 7:08 am
I personally used a linear approximation approach based upon the past known root intergers
Led to a very interesting field! I'm still developing an even better one as we speak!
A little hint if you want a follow what I did!
The future known root = (√Past Known)+1)^2. This gives you a second data point to use....A third is (√N+ (√N+1))/2....Very interesting indeed
I wonder if ....Wow it might just...
N= Last known root integer (Ex 17's N = 16)
(Is there a better way then linear approximation? Yes. But it is quite complex, and this math challenge is supposed to follow basic algebriac knowledge to solve)
Led to a very interesting field! I'm still developing an even better one as we speak!
A little hint if you want a follow what I did!
The future known root = (√Past Known)+1)^2. This gives you a second data point to use....A third is (√N+ (√N+1))/2....Very interesting indeed
I wonder if ....Wow it might just...
N= Last known root integer (Ex 17's N = 16)
(Is there a better way then linear approximation? Yes. But it is quite complex, and this math challenge is supposed to follow basic algebriac knowledge to solve)
