🔺giza Pyramid Geometry Pi E And Golden Ratio Encoded In The Great Pyramid Of Giza

рџ єgiza Pyramid Geometry Pi E And Golden Ratio Encoded In this video i start a new series on giza pyramid geometry and show that the mathematical constants pi, e, and the golden ratio are all encoded inside the g. This creates a pyramid with a base width of 2 (i.e., two triangles above placed back to back) and a height of the square root of phi, 1.272. the ratio of the height to the base is 0.636. according to , the great pyramid has a base of 230.4 meters (755.9 feet) and an estimated original height of 146.5 meters (480.6 feet).

The Geometry Of The Great Pyramid And The Golden Ratio Giza G In this video i start a new series on giza pyramid geometry and show that the mathematical constants pi, e, and the golden ratio are all encoded inside the great pyramid of giza. the great pyramid of giza was supposedly built in the early 26th century bc over a period of 27 years as a tomb for the pharaoh khufu. The grid lines on these images show the positions of the base of the pyramids if ratios of 1.600 and 1.625 had been used rather than 1.618. the alignment of the pyramids is clearly closer to the golden ratio. click on images for higher resolution. khufu khafre at 1.600. khufu khafre at 1.625. The great pyramid of giza was supposedly built in the early 26th century bc over a period of 27 years as a tomb for the pharaoh khufu. the original height was 146.6 m and the base has a side length of 230.33 m, with a slope of 51.84 degrees, and a top angle of 76.31 degrees. The great pyramid’s elevation encodes three of the most important constants in mathematics: π, Φ, and e. the slope angle of 51°51’ (51.85° in decimal form) comes from measurements taken off the remaining casing stones, according to detailed survey data from flinders petrie and j.h. cole. you can verify these encodings with the following.