Simplify the following numeric radical: (Note: If the radical expression simplifies out entirely, enter 1 as the left-over radicand. If the radical is already in simplest terms, enter 1 as the coefficient.) $$\sqrt [\sage {p1root1}]{\sage {p1rad}} = \answer {\sage {p1ans1}}\sqrt [\sage {p1root1}]{\answer {\sage {p1ans2}}}$$

Simplify the following numeric radical: (Note: If the radical expression simplifies out entirely, enter 1 as the left-over radicand. If the radical is already in simplest terms, enter 1 as the coefficient.) $$\sqrt [\sage {p2root1}]{\sage {p2rad}} = \answer {\sage {p2ans1}}\sqrt [\sage {p2root1}]{\answer {\sage {p2ans2}}}$$

Simplify the following numeric radical: (Note: If the radical expression simplifies out entirely, enter 1 as the left-over radicand. If the radical is already in simplest terms, enter 1 as the coefficient.) $$\sqrt [\sage {p3root1}]{\sage {p3rad}} = \answer {\sage {p3ans1}}\sqrt [\sage {p3root1}]{\answer {\sage {p3ans2}}}$$

Simplify the following numeric radical: (Note: If the radical expression simplifies out entirely, enter 1 as the left-over radicand. If the radical is already in simplest terms, enter 1 as the coefficient.) $$\sqrt [\sage {p4root1}]{\sage {p4rad}} = \answer {\sage {p4ans1}}\sqrt [\sage {p4root1}]{\answer {\sage {p4ans2}}}$$