Let L7 be the line passing through the points Q1=(3,-5, –1) and Q2=(0, 4, –10). Find a value of k so the line L2 passing through the point P1 = P;(7,7, k) with direction vector d-[3, -1, 2]T intersects with L7. k= 0

Find the distance from the point (-7,-8,5) to the line ä(t) =(2, 5, 3)t + (-1, 3, 4).

Which equation represents the line passing through P(3, - 2) and parallel to line m?

= Let r₁(1)(-6,9,7)+1(0, 1, 1) and r₂ (s) (-22,7, 13) + s(-4,0,2). Find the point of intersection, P, of the two lines r, and T₂-