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The length of each side of the Great Pyramid (Khufu/Cheops) is 230.4 meters.

So the real estate it sits on is (230.4)2 = 53,084.16 square meters

(5.3084 hectares, rounded)

(13.12 acres, rounded)

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12y ago

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Related Questions

The Great Pyramid of Cheops, which was built in 2600 BC, has a square base. If one side of the base measures 230.42 meters, what is the perimeter of the base of the pyramid?

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The size of the base of a pyramid can vary significantly depending on the specific pyramid in question. For example, the Great Pyramid of Giza has a square base that measures about 230.4 meters (756 feet) on each side. In contrast, smaller pyramids, like those found in Mesoamerica, can have bases that range from a few meters to several dozen meters in size. Overall, the dimensions of a pyramid's base are determined by its design and purpose.


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The base of a square pyramid is a square. The pyramid has 4 faces making the base have four edges. SQUARE PYRAMID


Does a triangular pyramid or a rectangular pyramid have a square base?

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What is the volume of a square pyramid with base edges of 20 meters and a height of 30 meters?

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How wide is the base of the great pyramid?

The length of each side at the base is 755.55 feet or 230 meters


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Yes, it can be.


Can you show an example of square pyramid?

A 'square' pyramid is a pyramid witha square base. This is most pyramids, including all the famous ones (the great pyramid at Gaza etc) http://www.korthalsaltes.com/fotoCheops_pyramid_model.jpg


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A square pyramid is a pyramid whose base is in the shape of a square.


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The Great Pyramid of Giza or Pyramid of Khufu is world's largest pyramid. It is located in the famous Pyramid complex of Giza, Egypt. It had an original height of 146.5 meters which has now reduced to 138.8 meters. Its base is 230.4 meters wide.


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The Great Pyramid of Giza has a base area of approximately 13 acres, which is about 56,000 square meters. A standard double-decker bus is around 12 meters long and 2.5 meters wide, totaling roughly 30 square meters in area. Therefore, theoretically, you could fit around 1,866 double-decker buses within the area of the Great Pyramid, assuming optimal arrangement without any space constraints.