Question

The power of polynomial 5√81 is

Answer 1

Answer:

$as \: we \: know \: that \\ the \: equation \: is \: said \: to \: be \: \\ polynomial \: when \: it \: is \: in \\ the \: form \: of \\ a _{n}x {}^{n} + a _{(n - 1)} {x}^{(n - 1)} + ..... + a _{0} {x}^{0 } \\ where \: a _{n} \: a _{(n - 1)} \: ....etc. \\ are \: constant \\ and \: {x}^{n} \: x {}^{(n - 1)} \: etc. \: are \: valuable \:$

Step-by-step explanation:

$but \: in \: question \: \\ there \: is \: no \: valuable \: \\ that \: means \\ it \: can \: be \: written\: as \\ 5 \sqrt{81} {x}^{0} \\ so \\ degree \: of \: polynomial \: = > 0 \\ it \: can \: be \: said \: as \\ constant \: term \: or \: monomial$