CONSTRUCT ARGUMENTS Determine whether the statement is diways, sometimes, or never true. Justify your argument. There is exactly one plane that contains noncollinear points A, B, and C. Select Choice Postulate Select Choice v states that through any three Select Choice points, there is exactly one plane.

Find an equation of the set of all points equidistant from the points  A(−1, 6, 2) and B(5, 1, −1).         Describe the set. a plane perpendicular to ABa sphere with diameter AB    a line perpendicular to ABa cube with diagonal AB

1. Are the lines Perpendicular? Explain.(estrevie 4 (4, 3) (-4, 2) 2 4. (-5, –3) (0, –4) A Open notes navigator 2.

Which of the following scenarios are required to be able to determine a plane? Two non-collinear points Three noncollinear points Two parallel and non-coincident lines A line and a point not on the line one parallel line Two intersecting lines a line and a point on that line.