1. Name a line that contains point E line or 2. Name a point contained in line n. 3. Name the line that intersects the plane containing points A, D, and C. BE or Eß 4. Name the plane containing lines n and p. Draw and label a figure for each relationship. 5. Plane J contains line s. line contains L(— 4, —4) and M(2, 3).
Line in 3D is determined by a point and a directional vector. The directional vector can be found by subtracting coordinates of second point from the coordinates of first point. From this we can get the parametric equations of the line.
In a plane, given a line and a point not on it, at most one line parallel to the given line can be drawn through the point.  This axiom by itself is not logically equivalent to the Euclidean parallel postulate since there are geometries in which one is true and the other is not.
For a point and a line (or in the third dimension, a plane), you could technically draw an infinite number of lines The length of each line segment connecting the point and the line differs, but by definition the distance between point and line is the length of the line segment that is perpendicular to.
b) Draw in an arrow on the x-axis showing the direction of increasing surface temperature of the stars. c) Draw in an arrow showing the direction of increasing radius on the diagram. (hint: this must be perpendicular to the isoradius lines.) d) Draw in an arrow showing the direction of increasing mass for main sequence stars on the diagram.
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make_line( make_point( "cx" , "cy" ), make_point( "cx:1" , "cy:1" )) To make a permanent layer I recommend using the tool XY to line from the plugin Shape Tools. In this particular case the OP asked to limit the distance to 0.5 m which can be accomplished filtering the lines by length.