Find the vector $\vec { u }$ in 3-space which satisfies both of the following conditions.
(a) $\vec { u } \cdot \vec { k } = 5$ (b) $\vec { u } \times \vec { k } = 5 \vec { i } - 2 \vec { j }$

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The Answer of Find the vector $\vec { u }$ in 3-space which satisfies both of the following conditions.
(a) $\vec { u } \cdot \vec { k } = 5$ (b) $\vec { u } \times \vec { k } = 5 \vec { i } - 2 \vec { j }$

Find the Vector u⃗\vec { u }u In 3-Space Which Satisfies Both of the Following Conditions

Find the Vector $\vec { u }$ In 3-Space Which Satisfies Both of the Following Conditions