Menkaure's Mathematical Masterpiece

The sum of the widths of the thirty ornaments carved in to the walls of the ante chamber of Menkaure's pyramid equals the height of the pyramids entrance, and forty times that sum equals the in-and-out round trip length of the complete passage system. The measurements of all the lengths, widths, and heights of the chambers and passageways relate by square roots, squares, inverses, multiples, and divisions to one number, 36277.73439 inches.

This number is only 0.137 of an inch less that the 36277.872 inches that are the sum of the four different sides of the Great Pyramid as measured by the surveyor J.H. Cole for the Egyptian government in 1925, which is also the measure of the ancient half-minute of Equatorial latitude.

In addition, the the granite-lined third chamber is a hymn to the geometric constant 2.598076213 (the square root of 6.75) for determining the area of a hexagon, with the arch of its vaulted ceiling measuring the same number of inches as the descending passage from the entrance down to the base level.

Within the sarcophagus's measures, which were measured before the ship carrying it to England sank, the 2.598076213, 36277.73439, and 3.141743958 (a pi number related to 36277.73439) numbers are developed 27 different ways.

The full measure of the Equatorial degree of latitude according to Menkaure's pyramid would be 68.7083028 miles, 18.3262 inches less than the official ancient Egyptian measure, a complicated system of adding specific amounts of cubits to compensate for the bulge in the Earths equator, it's half minute number of 36277.73439 inches, being a vastly superior in the realm of pure number.

Author: Anton Lignell
Publisher: Bookbaby
Published: 08/26/2022
Pages: 114
Binding Type: Hardcover
Weight: 0.78lbs
ISBN: 9781667838472