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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 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. If we scaled this down such that the height is 4 meters, we obtain several famous mathematical constants. The base side length becomes equal to 2pi and the cross-section slope length becomes pi∙phi where phi is the Golden Ratio. Furthermore, the number e is obtained from the equation 4∙slope / (top angle). Later in the video I do some further trigonometric calculations check for tangent, cosine, and sine of the slope. All the calculations were within 99.93% or more similar to the mathematical constants. This begs the question as to whether this was intentional, a coincidence, or merely the nature of optimal building construction methods and geometry. These questions and more will be explored in further videos!
Also alluded to in the video is that the coordinates of the Giza Pyramid encode the speed of light in m/s, which is also a topic for a future video so stay tuned...
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