Geometry
A subject made by Satan himself if he had 10 IQ, “Prove this is a triangle” Look at it you fucking idiot, it’s infront of your eyes. Sometimes, this class is also known as Nap Time.
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geometry
1:the class that mrs. lazono can not teach
2: the class in which you can sit in the corner and devise the death of your teacher in horrific ways
3: a hidden form of kong fu which is the most difficult to master because it is disguised as math, ALL YOU HAVE TO DO IS PAY ATTENTION!! YOU CAN RULE THE WORLD!!!
2: the class in which you can sit in the corner and devise the death of your teacher in horrific ways
3: a hidden form of kong fu which is the most difficult to master because it is disguised as math, ALL YOU HAVE TO DO IS PAY ATTENTION!! YOU CAN RULE THE WORLD!!!
geometry by lilly (roar!) February 19, 2004
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Geometry
The branch of mathematics concerned with properties of spatial measurements . This includes distance, shape, size, and even theoretical dimensional spaces higher than 3D. A mathematician who specializes in geometry is known as a geometer.
Euclidean geometry, the study of flat surfaces and spatial measurements surrounding them, began in Ancient Greece with the likes of Pythagoras, Archimedes, and Euclid. Euclid developed five basic postulates, the fifth being the famed "Parallel Postulate".
The parallel postulate is not provable as a theorem. This led to a lot of geometry branches that ignore the postulate entirely. The most famous of these non-Euclidean geometries is hyperbolic geometry.
There are other branches of geometry that are still in their infancy. One of these is fractal geometry, the branch of geometry concerned with fractals, shapes whose Hausdorff dimension is much greater than their topological dimension.
As you can see, geometry is an extremely broad branch of mathematics, with many different branches.
Euclidean geometry, the study of flat surfaces and spatial measurements surrounding them, began in Ancient Greece with the likes of Pythagoras, Archimedes, and Euclid. Euclid developed five basic postulates, the fifth being the famed "Parallel Postulate".
The parallel postulate is not provable as a theorem. This led to a lot of geometry branches that ignore the postulate entirely. The most famous of these non-Euclidean geometries is hyperbolic geometry.
There are other branches of geometry that are still in their infancy. One of these is fractal geometry, the branch of geometry concerned with fractals, shapes whose Hausdorff dimension is much greater than their topological dimension.
As you can see, geometry is an extremely broad branch of mathematics, with many different branches.
Ptolemy's Theorem details a very important relationship between diagonals and opposite sides of a cyclic quadrilateral in Euclidean geometry.
Geometry
geometry had some good songs, then fell off.