Factor the polynomial t7+6t616t5\displaystyle {t}^{{7}}+{6}{t}^{{6}}-{16}{t}^{{5}}. Your answer can be written as tN(t+A)(t+B)\displaystyle {t}^{{N}}{\left({t}+{A}\right)}{\left({t}+{B}\right)} where A<B\displaystyle {A}\lt{B}.
N\displaystyle {N} equals:


and A\displaystyle {A} equals:


and B\displaystyle {B} equals: