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Find the Parametric Equation of the Plane Through the Point r(t)=(12t)i+(5+2t)j+(34t)k\vec { r } ( t ) = ( 1 - 2 t ) \vec { i } + ( 5 + 2 t ) \vec { j } + ( 3 - 4 t ) \vec { k }

question 1

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Find the parametric equation of the plane through the point (-4, 2, 4) and parallel to the lines r(t) =(12t) i+(5+2t) j+(34t) k\vec { r } ( t ) = ( 1 - 2 t ) \vec { i } + ( 5 + 2 t ) \vec { j } + ( 3 - 4 t ) \vec { k } and s(t) =(34t) i+4tj+(42t) k\vec { s } ( t ) = ( 3 - 4 t ) \vec { i } + 4 t \vec { j } + ( 4 - 2 t ) \vec { k } Select all that apply.


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The mathematical operation of increasing a number by another specified number of times, essentially repeated addition.

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