Question #211536

Which one of the following describes the points that satisfy the equation

(x;y;z)=(1;2;0)+λ(x;y;z) = (-1;2;0) + \lambda (1,3,2)(1,3,-2)


  1. A plane through the point (1,2,0)(-1,2,0) perpendicular to the line r=λ(1,3,2)r = \lambda(1,3,-2)
  2. A plane through the point (1,2,0)(-1,2,0) parallel to the one r=λ(1,3,2)r = \lambda(1,3,-2)
  3. A sphere centered at (1,3,2)(-1,-3,2) with a radius 5
  4. A line through the point (1,2,0)(-1,2,0) with direction vector d=λ(1,3,2)d = \lambda(1,3,-2)
1
Expert's answer
2021-07-04T15:52:36-0400

4. A line through the point (1,2,0)(-1,2,0) with direction vector d=λ(1,3,2)d = \lambda(1,3,-2)

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