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Q: What is short form of geometry?
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Related questions

Who made geometry?

Euclid came up with the most common form of geometry.


What does metry in geometry mean?

short word for meter


When was geometry founded?

It is not certain when geometry was founded because it's one of the oldest sciences in the world. However, one of the oldest form of geometry called Euclidean geometry was practiced in the 3rd century B.C.


Why did they invent geometry?

The answer is in the word -- Geo means 'Earth', and 'metry' means 'measure'. Geometry means to measure the earth. Ancient Egyptians used a form of simple geometry. When buildings or crops needed to be plotted out, geometry was used.


What was the geometry teachers's favorite form of travel?

travels by plane


What is two point form of a line?

An axiom of Euclidean geometry.


What is the short form of distinction?

Distinction does not have a short form. However, the short form of did not is didn't and the short form of are not is aren't.


What form of non Euclidean geometry did Riemann's negation create?

SPHERICALAPEX :)


Why was geometry discovered?

Geometry is is a form of math that deals with the size, shape, and position of figures and with the properties of space. Initially a body of practical knowledge concerning lengths, areas, and volumes, in the third century BC geometry was put into an axiomatic form by Euclid. Geometry was used to help in the field of astronomy, especially mapping the positions of the stars and planets on the celestial sphere.


What is the importance of the prism?

That depends on its application in science or geometry which has not been given. In science it can turn light into different colours and in geometry it can be in the form of a triangular prism.


What is the short form of handkerchiefs?

The short form of handkerchiefs is "hankies".


Can parallel rays form angle?

Yes it can. Actually in non-euclidian geometry its possible that two parallel lines may form a angle, but it can never be possible in convention euclidian geometry (in which some of angles of a triangle is always 180 degrees, etc., such things are not sure in non-euclidian geometry).