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Which of the following best describes the Delian problem?

A. It involves increasing the segment's length by one-third repeatedly.
B. It is the famous impossible problem from Greek antiquity.
C. It involves the use of a flat plane in spherical geometry.
D. It was the first known problem solved by the Greeks using a straightedge and compass.


Sagot :

Final answer:

The Delian problem involves constructing a cube with double the volume of a given cube, but it is unsolvable using only a straightedge and compass.


Explanation:

The Delian problem refers to a geometric problem from ancient Greece that involves the construction of a cube with double the volume of a given cube. This problem is notable for being unsolvable using only a straightedge and compass, unlike some other geometric constructions.


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