# Math Help - A very important question

1. ## A very important question

If p (z) = a_0 + a_1z + a_2z ^ 2 +....+ a_nz ^ n, where transactions and positive real numbers a_0> a_1> a_2 .....> a_n b and the imposition of zero (root) for p Vathbt that | b |>1

2. Originally Posted by dapore
If p (z) = a_0 + a_1z + a_2z ^ 2 +....+ a_nz ^ n, where transactions and positive real numbers a_0> a_1> a_2 .....> a_n b and the imposition of zero (root) for p Vathbt that | b |>1
Your question appears to be missing some notation and the actual question is unclear. Please clarify.

3. if $p\left ( x \right )=a_{0}+a_{1}x+a_{2}x^{2}+a_{3}x^{3}+.......+a_{n}x^{n}$
and positive real numbers $a_{0}>a_{1}>a_{2}>......>a_{n}$
and $b$ is root for $p\left ( x \right )$

Prove that $\left | b \right |> 1$