Here's the question you clicked on:
sauravshakya
x^y = z If x and y are irrational numbers and z is a rational number. Is there a solution?
If x=(a)^1/y where x is irrational , y is irrational and a is rational then, x^y = a
For example: |dw:1356680172893:dw|
|dw:1356680304397:dw|
it is... http://www.wolframalpha.com/input/?i=%282%29%5E%281%2Fsqrt+2%29
transcendental means irrational?
\([(\sqrt 2)^{\sqrt 2}]^{\sqrt 2}=2\)
transcendental is a sub set of irrational
oh... that one is better @hartnn