theorem
for
x,
a,
b,
c being
Real for
n being
Element of
NAT st
a <> 0 &
n is
odd &
delta (
a,
b,
c)
>= 0 &
Polynom (
a,
b,
c,
(x |^ n))
= 0 & not
x = n -root (((- b) + (sqrt (delta (a,b,c)))) / (2 * a)) holds
x = n -root (((- b) - (sqrt (delta (a,b,c)))) / (2 * a))