We know the Anu civilization predates Egyptian civilization (both African) and pyramids were built before 3000 BC, as many existed in Nubia and the Sudan.
After 2700 BC, the African Egyptians began building pyramids north of Nubia, until about 1700 BC.
The first Egyptian pyramid was built during the Third Dynasty by king Djoser and his architect Imhotep, as a step pyramid by stacking six mastabas.
The largest Egyptian pyramids are the pyramids at Giza.
Pyramids have been built by civilizations in many parts of the world.
For thousands of years, the largest structures on Earth were pyramids—first the Red Pyramid in the Dashur Necropolis and then the Great Pyramid of Khufu, both of Egypt, the latter the only one of the Seven Wonders of the Ancient World still remaining.
Khufu's Pyramid is built mainly of limestone (with large red granite blocks used in some interior chambers), and is considered an architectural masterpiece.
I'm providing the above reference to address one of the many lies we have been taught, as an engineer and math student I was taught...
a^2 + b^2 = c^2
And was taught this was of Greek origin; I always wondered how?, when the African's taught the Greeks!
The lie we where taught:
Pythagoras was a Greek philosopher who is said to have lived around 500 BC, and is credited by most western educational institutions with the development of what they call the Pythagorean Theorem, the mathematic equation which expresses the relationship between the sides of a right triangle; where the square of the hypotenuse of the triangle is equal to the sum of the squares of the other two sides of the triangle.
Described above as a^2 + b^2 = c^2
However, it has long been suspected that this theorem, and the proof of this theorem, existed thousands of years before Pythagoras is said to have been born... And we know this to be true!
The proof attributed to Pythagoras is very simple, and is called a proof by rearrangement.
So, is there any evidence that a proof by rearrangement for this theorem is available in Ancient Egypt?
Well, since we are talking about triangles, let us look to the pyramids of Giza, the three giant triangular structures built by the Ancient Africans in Egypt 2000 years before Pythagoras was said to have been born.
From the picture of the pyramids arranged in the post, if we rearrange the pyramids of Giza, we see evidence of the proof of the theorem.
The base of Menkaure’s Pyramid is 51.7 cubits, the base of Khafre’s pyramid is 107.6 cubits, and the base of Khufu’s pyramids is 115.2 cubits.
Plugging into the equation, we see that the mathematical result (119.4) is a statistically significant reasonable approximation, a difference of 4.2 cubits, less than 4% error (3.5%).
Considering that the outer casing of the Giza pyramids have been removed, and the wear and tear on the pyramids over the thousands of years, this may account for the discrepancy.
Given this evidence, it does not seem right to use the term “Pythagorean Theorem” for a concept which existed thousands of years before Pythagoras!
Dr. Kaba Kamene (Dr. Booker T. Coleman) suggests that the name “Pythagoras” comes from a Greek amalgamation of the names of African Egyptian deities Ptah and Horus (Heru).
Interestingly enough, the deities Ptah and Horus were patron deities of the Ancient African Pyramid builders, architects, and engineers.
Ptah was a patron deity of builders and craftsmen, and Horus as Heru-Behutet was a patron deity of blacksmiths and workers in metal, The Great Chiefs of the Hammer.
Additionally (pictured), Ptah and Ausar were combined in Egyptian Mythology, and both Ptah as Ausar, and Horus are present as the upright and hypotenuse of the 3-4-5 right triangle ratio represented by Ausar, Aset, and Heru respectively.
Considering the aforementioned phonetic and symbolic relationships of Ptah and Horus to “Pythagoras”, then the proposition is put forth that the Pythagorean Theorem should henceforth and forever be known as the Ptah-Horus Theorem... AND I AGREE IT SHOULD BE!
I'm so tired of Melanin Deficients taking credit away from the originator's (The African) and giving FALSE credit to the Greeks!
AS AN ENGINEER I FIND THIS EXTREMELY INTERESTING, ENLIGHTENING and DISTURBING that such effort would be given to hide the TRUTH!
After 2700 BC, the African Egyptians began building pyramids north of Nubia, until about 1700 BC.
The first Egyptian pyramid was built during the Third Dynasty by king Djoser and his architect Imhotep, as a step pyramid by stacking six mastabas.
The largest Egyptian pyramids are the pyramids at Giza.
Pyramids have been built by civilizations in many parts of the world.
For thousands of years, the largest structures on Earth were pyramids—first the Red Pyramid in the Dashur Necropolis and then the Great Pyramid of Khufu, both of Egypt, the latter the only one of the Seven Wonders of the Ancient World still remaining.
Khufu's Pyramid is built mainly of limestone (with large red granite blocks used in some interior chambers), and is considered an architectural masterpiece.
I'm providing the above reference to address one of the many lies we have been taught, as an engineer and math student I was taught...
a^2 + b^2 = c^2
And was taught this was of Greek origin; I always wondered how?, when the African's taught the Greeks!
The lie we where taught:
Pythagoras was a Greek philosopher who is said to have lived around 500 BC, and is credited by most western educational institutions with the development of what they call the Pythagorean Theorem, the mathematic equation which expresses the relationship between the sides of a right triangle; where the square of the hypotenuse of the triangle is equal to the sum of the squares of the other two sides of the triangle.
Described above as a^2 + b^2 = c^2
However, it has long been suspected that this theorem, and the proof of this theorem, existed thousands of years before Pythagoras is said to have been born... And we know this to be true!
The proof attributed to Pythagoras is very simple, and is called a proof by rearrangement.
So, is there any evidence that a proof by rearrangement for this theorem is available in Ancient Egypt?
Well, since we are talking about triangles, let us look to the pyramids of Giza, the three giant triangular structures built by the Ancient Africans in Egypt 2000 years before Pythagoras was said to have been born.
From the picture of the pyramids arranged in the post, if we rearrange the pyramids of Giza, we see evidence of the proof of the theorem.
The base of Menkaure’s Pyramid is 51.7 cubits, the base of Khafre’s pyramid is 107.6 cubits, and the base of Khufu’s pyramids is 115.2 cubits.
Plugging into the equation, we see that the mathematical result (119.4) is a statistically significant reasonable approximation, a difference of 4.2 cubits, less than 4% error (3.5%).
Considering that the outer casing of the Giza pyramids have been removed, and the wear and tear on the pyramids over the thousands of years, this may account for the discrepancy.
Given this evidence, it does not seem right to use the term “Pythagorean Theorem” for a concept which existed thousands of years before Pythagoras!
Dr. Kaba Kamene (Dr. Booker T. Coleman) suggests that the name “Pythagoras” comes from a Greek amalgamation of the names of African Egyptian deities Ptah and Horus (Heru).
Interestingly enough, the deities Ptah and Horus were patron deities of the Ancient African Pyramid builders, architects, and engineers.
Ptah was a patron deity of builders and craftsmen, and Horus as Heru-Behutet was a patron deity of blacksmiths and workers in metal, The Great Chiefs of the Hammer.
Additionally (pictured), Ptah and Ausar were combined in Egyptian Mythology, and both Ptah as Ausar, and Horus are present as the upright and hypotenuse of the 3-4-5 right triangle ratio represented by Ausar, Aset, and Heru respectively.
Considering the aforementioned phonetic and symbolic relationships of Ptah and Horus to “Pythagoras”, then the proposition is put forth that the Pythagorean Theorem should henceforth and forever be known as the Ptah-Horus Theorem... AND I AGREE IT SHOULD BE!
I'm so tired of Melanin Deficients taking credit away from the originator's (The African) and giving FALSE credit to the Greeks!
AS AN ENGINEER I FIND THIS EXTREMELY INTERESTING, ENLIGHTENING and DISTURBING that such effort would be given to hide the TRUTH!
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