Name:
Anonymous
2009-05-07 13:57
Find a_{n-1},...,a_1,a_0 \in \mathbb{Z} such that
\pi^n +a_{n-1} \pi^{n-1}+...+ a_1 \pi + a_0 = 0
Name:
Anonymous
2009-05-08 0:18
there is no solution, pi is transcendental
Name:
Anonymous
2009-05-14 17:08
a_n-1 = ... = a1 = a0 = 0
Name:
Anonymous
2009-05-15 15:26
>>6
How can π to the power of n be zero?
Name:
Anonymous
2009-05-15 16:08
>>8
oops, didn't notice there wasn't a coefficient in front of the first term. :(