• gcd requires numeric inputs.

Given the function n(x)={2x9x15x2+7x+3x>1\displaystyle {n}{\left({x}\right)}={\left\lbrace\begin{array}{cc} {2}{x}-{9}&{x}\le-{1}\\{5}{x}^{{2}}+{7}{x}+{3}&{x}>-{1}\end{array}\right.}
Calculate the following values:

n(1)=\displaystyle {n}{\left({1}\right)}= 
n(1)=\displaystyle {n}{\left(-{1}\right)}= 
n(6)=\displaystyle {n}{\left(-{6}\right)}= 
n(9)=\displaystyle {n}{\left(-{9}\right)}=