Разделите многочлен \(\displaystyle 35s^{\,4}-28s^{\,3}+29s^{\,2}-12s+6\) на многочлен \(\displaystyle 5s^{\,2}-4s+2\) в столбик:

\(\displaystyle -\)	\(\displaystyle \phantom{\small 1}35s^{\,4}-28s^{\, 3}+29s^{\,2}-12s+6\)				\(\displaystyle 5s^{\,2}-4s+2\)
	[ ]				[ ]
	\(\displaystyle \phantom{s^{\,4}+s^{\,3}zzz\,} -\)	[ ]
		[ ]
		\(\displaystyle 0\)

и запишите разложение:

\(\displaystyle 35s^{\,4}-28s^{\,3}+29s^{\,2}-12s+6=(5s^{\,2}-4s+2)\cdot(\)[ ]\(\displaystyle ){\small . }\)