3a. Consider the line L that passes through the point P0(4, 2, -3) is parallel to the vector
⟶ [ 2
u = -1 <----Matrix
6]
Find a vector equation and the parametric equations of the line L.
b. Find the point of intersection of the line L with the xy-plane (z = 0).
3.
a. The vector equation of the line containing and parallel to is
The corresponding parametric equations are
b.
We have the line L
If
Point is the point of intersection of the line L with the xy-plane.
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