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It goes on to the solid geometry of three dimensions.
It is like being inside an educational toy designed to teach solid geometry to three.
The fourth level, solid geometry, completed the description of static objects.
Ultimately, these problems are solved with higher dimensional constructive solid geometry.
Constructive solid geometry has a number of practical uses.
They are commonly termed constructive solid geometry or boundary representation.
"Solid Geometry" was also adapted by Channel 4 in 2002 into a short film of the same name.
Such designs can be generated using constructive solid geometry.
There are many worked examples, some of which involve solid geometry or the calculation of interest.
These range from wireframe models, through surfaces to full solid geometry.
Cubes, cylinders, cones and spheres are simple shapes in solid geometry.
Next to him, Janice Rand muttered something about nightmares and solid geometry.
Cubic equations may be solved by solid geometry.
In terms of solid geometry, Pythagoras' theorem can be applied to three dimensions as follows.
The circles intersect the stripes of his T-shirt, like an abstract design in solid geometry class.
The long track down which the glass room fell was a thread laid across the solid geometries of the ship's segments.
As they exist now, the two world championships are like the skew lines in solid geometry: they will never meet.
Open it at the appropriate place in the section on solid geometry, and some neat little three-dimensional pyramids jump up from the page.
Rod's eyes fastened on that cage for the simple reassurance of solid geometry in a world suddenly crazy.
He becomes obsessed with research into solid geometry contained in the diaries and is fascinated by the theory of "a plane without a surface."
The building is notable for its flat roof and solid geometry with its Spartan decoration.
Movable pillars shaped in jumbles of solid geometry reverse themselves to form interior walls.
Dieter Dorn's production sets period dress inside solid geometry.
He published his second book, Linear equations, in 1958 and his third, Solid geometry, in 1961.
In solid geometry, a wedge is a polyhedron defined by two triangles and three trapezoid faces.