Examples of 'plane geometry' in a sentence
Meaning of "plane geometry"
plane geometry ~ a branch of mathematics focused on flat shapes and lines
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- The study of figures having parts that lie in a singular plane.
How to use "plane geometry" in a sentence
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plane geometry
The first four books are on plane geometry.
It is proven that plane geometry provides computation power.
Plane geometry based on vectors.
Affine transformation in plane geometry.
In plane geometry the basic concepts are points and lines.
Euclidean plane geometry.
Plane geometry is the first instance of this great idea.
Theorems in plane geometry.
Compass and straightedge construction is used to illustrate principles of plane geometry.
The frame of reference for plane geometry is the geometric plane.
The method of ideal elements is used even in elementary plane geometry.
It also requires a familiarity with the plane geometry used i n architectural drafting and layout.
Erdős later published several articles in it about problems in elementary plane geometry.
One statement of plane geometry states that a triangle is determined by a side and two angles.
The two main areas in which we are interested are plane geometry and solid geometry.
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The axioms unify both the plane geometry and solid geometry of Euclid in a single system.
Covers the Hilbert axioms for plane geometry.
Plane Geometry deals with shapes on a level surface ( as on an endless piece of paper ).
The arrays offer new tools for exploration of plane geometry and its properties.
In plane geometry the basic concepts are points and ( straight ) lines.
The Pitot theorem of plane geometry is named after him.
At the age of twelve he read a book on Euclidean plane geometry.
The basic elements of Euclidean plane geometry are points and lines.
Elliptic geometry has a variety of properties that differ from those of classical Euclidean plane geometry.
This meant that Euclidean plane geometry must fail for the disk.
Thus inversive geometry includes the ideas originated by Lobachevsky and Bolyai in their plane geometry.
Fundamental plane Plane geometry.
Menelaus 's theorem, named for Menelaus of Alexandria, is a proposition about triangles in plane geometry.
To this end, a probe of cylindrical or plane geometry will preferably be chosen.
We will picture a mathematics class, more specifically about plane geometry.
Preferably, the mask 4 has a generally plane geometry and is placed in an XY plane.
The Pythagorean Theorem will never be falsified in plane geometry.
Plane Geometry If you like drawing, then geometry is for you!
The first 6 books deals with plane geometry.
The depth of circulation, and thus temperature, is largely influenced by fault plane geometry.
For statements of these theorems, we use some results of plane geometry and spatial geometry.
Thus a unified theory is obtained for well-behaved arbitrary sources in semi-infinite plane geometry.
One can not assume the rules of plane geometry in Figure 1.
Menelaus ' theorem, named for Menelaus of Alexandria, is a theorem about triangles in plane geometry.
Category, Theorems in plane geometry.
Ceva 's theorem is a theorem about triangles in Euclidean plane geometry.
Category, Euclidean plane geometry.
In terms of pure math, the Pythagorean Theorem defines normal, Euclidean plane geometry.
Elements, divided into thirteen books, is dedicated essentially to plane geometry and arithmetic.
You can now use the Cross Section feature to recover the original 2D sketch plane geometry.
In doing this, incidentally, appears the whole of Plane Geometry.
There are 13 books in the Elements, Books I-IV and VI discuss plane geometry.
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Examples of using Geometry
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The selected geometry is displayed as an active feature
Noise reduction systems with variable geometry
Measuring screen geometry and measuring grid
Examples of using Plane
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I want a plane with five hours of fuel
You guys are supposed to be on the plane now
There is a big plane of tuna right here
