VRML Points, Lines, and Planes Geometry Contents Index Home The following links hop to VRML worlds that present several fundamental Euclidean geometry concepts regarding points, lines, and planes. You will need a VRML 2.0, also called VRML97, compliant browser to see them. Questions about that? Go to here. After visiting one of these worlds, use the back button on your browser to return to this page. While browsing these VRML worlds be sure to spin the diagrams to get viewpoints from several different vantage points. Symbol for a point Symbol for a line Multiple names for a line, collinear points Noncollinear points Lines not explicitly drawn Lines plainly drawn Symbol for a ray A few rays Symbol for a line segment Symbol for a plane Three noncollinear points determine a plane A plane can not be determined by two points A plane can not be determined by collinear points When two lines intersect, they usually intersect at a point Two lines that do not intersect When two planes intersect they intersect at a line Geometry Contents Index Home E-mail
VRML Points, Lines, and Planes
The following links hop to VRML worlds that present several fundamental Euclidean geometry concepts regarding points, lines, and planes. You will need a VRML 2.0, also called VRML97, compliant browser to see them. Questions about that? Go to here.
After visiting one of these worlds, use the back button on your browser to return to this page.
While browsing these VRML worlds be sure to spin the diagrams to get viewpoints from several different vantage points.
Symbol for a point
Symbol for a line
Multiple names for a line, collinear points
Noncollinear points
Lines not explicitly drawn
Lines plainly drawn
Symbol for a ray
A few rays
Symbol for a line segment
Symbol for a plane
Three noncollinear points determine a plane
A plane can not be determined by two points
A plane can not be determined by collinear points
When two lines intersect, they usually intersect at a point
Two lines that do not intersect
When two planes intersect they intersect at a line