Задание
Разделите многочлен \(\displaystyle 12s^{\,4}+26s^{\, 3}-31s^{\,2}+22s-5\) на многочлен \(\displaystyle -3s+1\) в столбик:
| \(\displaystyle -\) | \(\displaystyle \phantom{\,\,}12s^{\,4}+26s^{\, 3}-31s^{\,2}+22s-5\) | \(\displaystyle -3s+1\) | |||||
[ ] |
[ ] | ||||||
| \(\displaystyle \phantom{2y^{\,4}} -\) |
[ ] | ||||||
[ ] | |||||||
| \(\displaystyle \phantom{ y^{\,3}\,} -\) |
[ ] | ||||||
[ ] | |||||||
| \(\displaystyle \phantom{ yxxx\,} -\) |
[ ] | ||||||
| [ ] | |||||||
| \(\displaystyle 0\) | |||||||
Найдите недостающий множитель в разложении:
\(\displaystyle 12s^{\,4}+26s^{\, 3}-31s^{\,2}+22s-5=(-3s+1) \cdot (\)[ ]\(\displaystyle ).\)