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geometry
Regular solids
im not sure how to answer it
It is a consequence of Euclids's parallel postulate.
In a right triangle, the altitude with the hypotenuse as base divides the hypotenuse into two sections p and q. If we denote the length of the altitude by h, we have the relation h2 = p*q (Euklids altitutude theorem). So, first draw the square root of 2 as the diagonal of a square with side length 1, then construct a right triangle with p=1 and q= sqrt(2) by using the Thales theorem and its altitude will be fourth root of 2 according to Euclids theorem.
geometry
geometry
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Euclid laid the basis of geometry still used today.
His mathematical books called Elements. His work on geometry, particularly his famous axioms.
need a simple explanation of Euclids theory.
i think that euclids elements were everything we know about geometry and that we will soon know a lot more about this subject because we are finding new things every day and soon someone will find out something new about geometry
Euclid's accomplishments had to do with geometry. His greatest accomplishment was his book on geometry called Elements. In this book, he mentions conic sections, number theory and more. He is also responsible for Euclidean geometry.
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Those studying and using mathematics accepted Euclids work, which was a compilation of all the mathematics known at his time, and which has continued to be used as the basis of geometry taught is schools for over 2000 years.
euclids elements
compositions