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(Solved): All steps please, thank you Follow the steps to calculate the line integral of the vector field alon ...



All steps please, thank you

Follow the steps to calculate the line integral of the vector field along the line segment between the given points using the
Follow the steps to calculate the line integral of the vector field along the line segment between the given points using the method of Case 1. \[ \vec{F}=-7 \vec{i}+e^{x} \vec{j}+(x-3) \vec{k} \text {, from }(5,0,1) \text { to }(5,3,7) \] The displacement vector: \( \vec{d}= \) When restricted to the points on the path \( C: \quad \vec{F}= \) \[ \vec{F}+\vec{d}= \] \[ \int_{C} \vec{F} \cdot d \vec{r}= \]


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SOLUTION :- Given vector field is F?=(?7)i+(ex)j+(x?3)k And two points are (5,0,1) and (5,3,7) Then we have to find the displacement vector, So the di
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