the principles of geometry,solid?
410020
Xcuse me dude, plz be clear abt wt u wanna ask abt the PRINCILES OF GEOMETeRY
361960
Geometry is about thinking logically, as scientists do, or lawyers, or auto mechanics.  There are facts you have to know: the definitions, postulates, theorems.  And there are procedures you have to know: how to assemble the facts in a sequence that proves something.\n\nIn truth, not everyone is up to it.  Lots of people prefer to run their lives on a combination of emotion and simple beliefs and let other people do the thinking.  Maybe they're even happy.  But understanding the world well enough to make changes takes the kind of education that's based on hard mental work.
510419
Mathematics can be defined as the logically rigorous study of topics such as quantity, structure, space, and change. Another view, held by many mathematicians, is that mathematics is the body of knowledge justified by deductive reasoning, starting from axioms and definitions.\n\nA spatial point is an entity with a location in space but no extent (volume, area or length). In geometry, a point therefore captures the notion of location; no further information is captured.\n\nA line, or straight line, can be described as an (infinitely) thin, (infinitely) long, perfectly straight curve (the term curve in mathematics includes "straight curves"). In Euclidean geometry, exactly one line can be found that passes through any two points. The line provides the shortest connection between the points.\n\nThere u are! :)
863713
The only thing I remember about geometry is...a2 + b2 = c2.\n\nSomehow, I doubt that helps you.....sorry.
19294
There were 5 Platonic solids. This sort of geometry became somewhat sacred to Pythagoreans etc.
747730
use Eulers formula\n\nF+ V = E+2\n\nhere F = faces = 8\nV = vertices =12\nE = edges = 18\n\ntherefore it is possible to construct the solid.\n\nit is a hexagonal cylinder
317981
I know exactly what you mean by raising up this question, I have asked myself 10,000 times...but I have found out that without Geometry, this world would not be what it is by now... put it as simple as this, not even your keyboard of your computer would exist... everything in terms of architecture and design (every single fashion) is based on GEOMETRY... Is tough I now...but it is necessary!!!...
140436
First you have to know how to spell the various types of geometry: Euclidean, Non-Euclidean for a start. Then do a search for more informaiton.
433046
The molecular geometry is basically the three dimensional arrangement of the atoms that make up a molecule. The study of their geometry gives us the ability to determine several properties such as the reactivity, polarity, phase of matter, color, magnetism, and biological activity.
598966
1- line segment\n2- angle\n3 -triangle\n4 - square, rectangle, rhombus, diamond, parallelogram, or quadrilateral\n5-pentagon\n6-hexagon\n7-heptagon
247013
this is not so easy to answer without doing some work: usually, when you speak of tessellation, it's more likely to deal with symmetries.\n\nHere is a good site which has a couple of interesting articles and softwares on tessellations:\n\nhttp://www.scienceu.com \n(click on the "Geometry center" icon)\n\nAnyway, I'll think better about it: it's a good question.
427811
You can try these websites:\nwww.math.com/homeworkhelp/Geometry.html \nwww.mathleague.com/help/geometry/geometry.htm
159555
law of gravity\nexploration of nature of light and laws of optics\nlaws of motion\n\nin general, physics
686004
Hell, yes. Proofs = ack! Anyone who says geometry is "easy" is lying. Even if you do good in it, it's still not "easy" for a high schooler.
451315
The correct answer was given above; the sum of the interior angles is 360, which is a necessary property for a shape to be able to tessellate. That this property is sufficient for quadrilaterals is shown in the source.
504266
Are you sure they want "the" or just any 7 geometrical figures?\n\n1. circle \n2. square \n3. triangle\n4. cube\n5. sphere\n6. rectangle\n7. parallelogram
709108
Geometry is the the mathematics of the properties, measurement, and relationships of points, lines, angles, surfaces, and solids. it actually calculates all physical properties of objects that exist in this beloved universe.\nexample:\nhow to find the distance of an object using geometry.\nfirst you find the values that may bring a common relationship in all the various entities. then use the values obtained to find the most aproximate value of the property in which you are lookinf for in an object...\n\nwhy dont you just google it and you wil find all you need to know about geometry if I became detailed there wouldnt be enough space to explain the importance of geometry.