|Aug31-08, 07:51 AM||#1|
rational ^ sqrt(5) = rational ?
I've programmed an algorithm to numerically compute the logarithm of numbers in phinary base easily. I could avoid float multiplications if I can find a pair of rational numbers x and y such that
Is it possible?
Probably not, but I cannot prove it :(
|Similar Threads for: rational ^ sqrt(5) = rational ?|
|The largest rational less than sqrt(10)||General Math||13|
|Is cos(pi/8) rational?||Calculus & Beyond Homework||1|
|rational roots||General Math||2|
|Proving or Disproving rational raised to rational is rational number||Calculus & Beyond Homework||7|
|Can π or e ever be rational?||General Math||19|