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It has become obvious that the Shapes category was in way over its head with all sorts of geometrical problems. So, the hard-core Geometry problems will now reside here, where they will fit in much better.
Five identical regular hexagons are inscribed without overlap inside a regular hexagon of side length 1.The sides of length s of the five identical hexagons is the largest possible. Find s.
(No Solution Yet, 1 Comments) Submitted on 2020-04-03 by Danish Ahmed Khan   
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Posted on 2019-08-16 by Danish Ahmed Khan (No Solution Yet, 0 Comments)
Difficulty: 3 of 5Square and Rectangle | Rating: 4.00
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Difficulty: 4 of 5Three Orthogonal Chords |
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Posted on 2019-05-05 by Danish Ahmed Khan (No Solution Yet, 0 Comments)
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Difficulty: 3 of 5Constructed length ratio |
Posted on 2019-04-22 by Danish Ahmed Khan (No Solution Yet, 1 Comments)
Difficulty: 3 of 5Distinct figures of Circle and Triangle |
Posted on 2019-04-21 by Danish Ahmed Khan (No Solution Yet, 2 Comments)
Difficulty: 4 of 5The midpoint of Tangency |
Posted on 2019-04-13 by Danish Ahmed Khan (No Solution Yet, 1 Comments)
Difficulty: 2 of 5Does the hexagon exist? |
Posted on 2019-04-11 by Danish Ahmed Khan (No Solution Yet, 1 Comments)
Difficulty: 3 of 5More Discs in a Triangle |
Posted on 2019-03-29 by Brian Smith (No Solution Yet, 0 Comments)
Difficulty: 4 of 5Too many to work with |
Posted on 2019-03-21 by Danish Ahmed Khan (No Solution Yet, 2 Comments)
Difficulty: 3 of 5Is this circular billiards? |
Posted on 2019-03-18 by Brian Smith (No Solution Yet, 4 Comments)
Difficulty: 3 of 5Where is the center? |
Posted on 2019-03-15 by Danish Ahmed Khan (No Solution Yet, 3 Comments)
Difficulty: 3 of 5One step towards Regularity |
Posted on 2019-03-05 by Danish Ahmed Khan (No Solution Yet, 1 Comments)
Difficulty: 3 of 5Can rationalization help? |
Posted on 2019-03-05 by Danish Ahmed Khan (No Solution Yet, 1 Comments)
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