Great Pyramid Geometry

Great Pyramid Geometry

Asked by 4 years ago
400 points

The Great Pyramid outside Cairo, Egypt has a square base measuring 756 feet on a side and a height of 480 feet. A] What is the volume of the great pyramid in cubic yards? B] The stones used to build the Great Pyramid were limestone blocks with an average volume of 1.5 cubic yards. How many of these blocks were needed to construct the Great Pyramid?

Great Pyramid

2 Answers

Answered by 4 years ago
403.4k points

The volume of a square pyramid is given by the formula,

$$V=\frac{l^2 h}{3} $$

consider there are 3 ft in 1 yd so $l=756/3=252$ yds and $h=480/3=160$ yds. Plugging these values into the formula above will give your answer in cubic yds.

To find the amount of bricks used to build the pyramid simply divide the total volume found in part (a) by the volume of 1 block.

Answered by 2 years ago
0 points

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Great Pyramid Geometry

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Views: 803
Asked: 4 years ago