Let $\vec{F}$ be the constant vector field $2 \vec { i } - 2 \vec { j } + \vec { k }$ Calculate the line integral of $\vec{F}$ along a line segment L of length 9 at an angle $\pi$/3 to $\vec{F}$

Question

Let $\vec{F}$ be the constant vector field $2 \vec { i } - 2 \vec { j } + \vec { k }$ Calculate the line integral of $\vec{F}$ along a line segment L of length 9 at an angle  $\pi$/3 to $\vec{F}$

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The Answer of Let $\vec{F}$ be the constant vector field $2 \vec { i } - 2 \vec { j } + \vec { k }$ Calculate the line integral of $\vec{F}$ along a line segment L of length 9 at an angle  $\pi$/3 to $\vec{F}$

Let F⃗\vec{F}F Be the Constant Vector Field 2i⃗−2j⃗+k⃗2 \vec { i } - 2 \vec { j } + \vec { k }2i−2j​+k

Let $\vec{F}$ Be the Constant Vector Field $2 \vec { i } - 2 \vec { j } + \vec { k }$