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How to use Euclid in a sentence

Looking for sentences and phrases with the word Euclid? Here are some examples.

Sentence Examples
We used to read the first book of Euclid, but regularly as we reached the dreadful pass we were turned back for a revisal.
Euclid changed the proofs of several theorems in this book so that they fitted the new definition of proportion given by Eudoxus.
Euclid made repeated use of axioms that he had not stated, without which his arguments are not logically valid.
Using this theorem, Euclid can perform the old Pythagorean proof of Pythagoras' theorem correctly.
His commentary to Euclid is of interest because of its discussion of unordered irrationals.
Speculative geometry contains elementary geometry which is not all based on Euclid.
The presentation took place at the mayor's parlour, in the Civic Offices, in Euclid Street.
The work of both Aristaeus and Euclid on conics was, almost 200 years later, further developed by Apollonius.
This theorem, also called the infinitude of primes theorem, was proved by Euclid in Proposition IX.20 of the Elements.
So when Euclid described his geometry, many believed it to be the one true geometry.
The unique parallel of Euclid is just a sophism in order to trap ignorant people.
At the time when these papers were written he had received no instruction in mathematics beyond a few books of Euclid and the merest elements of algebra.
Euclid also wrote Phaenomena which is an elementary introduction to mathematical astronomy and gives results on the times stars in certain positions will rise and set.
As well as constructions to divide a line in the golden ratio, Euclid gives applications such as the construction of a regular pentagon, an icosahedron and a dodecahedron.
Although the work is no longer extant, Euclid may have used it as a model for his Elements.
Halley suggested to him that he might devote his considerable talents to the restoration of the work of the early Greek geometers, such as Euclid and Apollonius of Perga.
The first six books contain most of what Euclid delivers about plane geometry.
In other words, to put it into Euclid, or old-fashioned plane geometry, a straight line is not the shortest distance between two points.
They show how Euclid did not fully carry out the project of developing geometry axiomatically.
Combining simplicity with harmony, Tissot's Quadrato collection attracts attention with geometric shapes worthy of Euclid.
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Examples from Classical Literature
In his work Euclid placed all of the leading propositions of plane geometry then known, and arranged them in a logical order.
Euclid does not use the word regular, but he describes the polygons in question as equiangular and equilateral.
Euclid the geometer, Aratus the astronomer, Ptolemy the cosmographer, add lustre to the golden age of Alexandrian culture.
The true and the beautiful was never better demonstrated by Euclid through angle, square, or hypothenuse.
Your cousin, Miss Euclid, would have done it, and marrier here was in the affair with her.
Euclid introduced the subject by the proposition that, if alternate angles are equal, the lines are parallel.
The farmers from Euclid and Newburgh came in with twenty-eight yoke of cattle.
As it is, his poem has the faults we should look for in a metrical version of Euclid.
To me these views appear as clear as crystal and as unanswerable as Euclid.
He demonstrated the proposition of Euclid, and rejected the proposal of his friend.
These two propositions are not given in Euclid, although generally required by American syllabi of the present time.
This proposition was not given in Euclid, but it is usually required in American syllabi.
It is not certain, for instance, whether Euclid meant that the circles could not cut at some other point than that of tangency.
Euclid calls this solid henceforth a parallelepiped, though he never defines the word.
Besides being a scientist, a geometer like Euclid and a mathematician, Pythagoras was a theologian, an aspect of his life that we rarely hear of.
It simply has no more to do with theism than the first book of Euclid has.
The dialogue is presented by Euclid, a Megarian, and the Megarians, Euclides and Eubulides, denied potential.
Indeed, in the wild school of caricature then current, Mr Max Beerbohm had represented him as a proposition in the fourth book of Euclid.
I do not ask him to reveal to me the demonstrations of Euclid.
Was it not Africa that gave birth to Euclid, the master geometrician of the world?
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