Найдите частное при делении многочлена \(\displaystyle -44z^{\,14}-121z^{\,12}+77z^{\,9}\) на одночлен \(\displaystyle -11z^{\,7}\) в столбик при известном процессе деления:

\(\displaystyle -\)	\(\displaystyle \small\color{blue}{\bf -44z^{\,14}}\)	\(\displaystyle -\)	\(\displaystyle \small 121z^{\,12}\)	\(\displaystyle +\)	\(\displaystyle \small 77z^{\,9}\)	\(\displaystyle \small -11z^{\,7}\)
	\(\displaystyle \small -44z^{\,14}\)					[ ]	[ ]	[ ]
		\(\displaystyle -\)	\(\displaystyle \small\color{yellowgreen}{\bf -121z^{\,12}}\)	\(\displaystyle +\)	\(\displaystyle \small 77z^{\,9}\)
			\(\displaystyle \small -121z^{\,12}\)
				\(\displaystyle -\)	\(\displaystyle \small\color{orange}{\bf 77z^{\,9}}\)
					\(\displaystyle \small 77z^{\,9}\)
					\(\displaystyle \small0\)

С учетом найденного частного запишите разложение на множители:

\(\displaystyle -44z^{\,14}-121z^{\,12}+77z^{\,9}=-11z^{\, 7}\cdot\big(\)[ ]\(\displaystyle \big){\small . }\)