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8. The tips of vectors v = (1,4, 2) and w=(-2,0, 3) (whose initial point is the origin) and the origin define a parallelogram (called

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8. The tips of vectors v = (1,4, 2) and w=(-2,0, 3) (whose initial point is the origin) and the origin define a parallelogram (called the parallelogram spanned by v and w). By adjusting the construction of parametric equations of the plane, obtain the vector description of all points that belong to this parallelogram. 8. The tips of vectors v = (1,4, 2) and w=(-2,0, 3) (whose initial point is the origin) and the origin define a parallelogram (called the parallelogram spanned by v and w). By adjusting the construction of parametric equations of the plane, obtain the vector description of all points that belong to this parallelogram

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