need a simple explanation of Euclids theory.
compositions
false
The thirteenth book in Euclids Elements has no specific title, but covers the Pythagorean proofs of Theaetetus (c. 417-369 bc) and the construction of the five regular Platonic solids (pyramid, cube, octahedron, dodecahedron, icosahedron) inside a given sphere.
His mathematical books called Elements. His work on geometry, particularly his famous axioms.
need a simple explanation of Euclids theory.
eetrgrv
euclids elements
geometry
geometry
compositions
euclids elements
His major accomplishment was in philosophy and mathematics
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.
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There are 13 books in Euclid's Elements.
'Elements' was written by Euclid.