Find the Parametric Equation of the Plane Through the Point $\vec { r } ( t ) = ( 1 - 2 t ) \vec { i } + ( 5 + 2 t ) \vec { j } + ( 3 - 4 t ) \vec { k }$

Find the parametric equation of the plane through the point (-4, 2, 4) and parallel to the lines $\vec { r } ( t ) = ( 1 - 2 t ) \vec { i } + ( 5 + 2 t ) \vec { j } + ( 3 - 4 t ) \vec { k }$ and $\vec { s } ( t ) = ( 3 - 4 t ) \vec { i } + 4 t \vec { j } + ( 4 - 2 t ) \vec { k }$ Select all that apply.

A) $x = - 4 - 2 u - 4 v , y = 2 + 2 u + 4 v , z = 4 - 4 u - 2 v$
B) $x = - 4 - 2 u - 4 v , y = 2 + 2 u + 4 v , z = 4 + 4 u - 2 v$ .
C) $x = - 4 - 2 u + 4 v , y = 2 + 2 u - 4 v , z = 4 - 4 u + 2 v$
D) $x = - 2 u - 4 v , y = 2 u + 4 v , z = - 4 u - 2 v$
E) $x = - 4 - 2 u - 4 v , y = 2 + 2 u + 4 v , z = 4 - 4 u - 2 v$ ..