Factor Completely $p^{6}+q^{24} r^{24}$ A) $\left(p^{2}+q^{8} r^{8}\right)\left(p^{4}-p^{2} q^{8} r^{8}+q^{16} r^{16}\right)$ B) $\left(p+q^{4} r^{4}\right)\left(p-q^{4} r^{4}\right)\left(p^{4}-p^{2} q^{8} r^{8}+q^{16} r^{16}\right)$

Multiple Choice

Factor completely. If the polynomial cannot be factored, write "prime."
- $p^{6}+q^{24} r^{24}$

A) $\left(p^{2}+q^{8} r^{8}\right) \left(p^{4}-p^{2} q^{8} r^{8}+q^{16} r^{16}\right)$
B) $\left(p+q^{4} r^{4}\right) \left(p-q^{4} r^{4}\right) \left(p^{4}-p^{2} q^{8} r^{8}+q^{16} r^{16}\right)$
C) $\left(p^{3}+q^{12} r^{12}\right) \left(p^{3}-q^{12} r^{12}\right)$
D) $\left(p+q^{4} r^{4}\right) \left(p-q^{4} r^{4}\right) \left(p^{2}+p q^{4} r^{4}+q^{8} r^{8}\right) \left(p^{2}-q^{4} r^{4}+q^{8} r^{8}\right)$