Crossword-Solution: DODECAGON 9 letters, 1 clue 🏆 scrabble score: 14

Dictionary

Word Word Type Definition
Dodecagon n. A figure or polygon bounded by twelve sides and
containing twelve angles.

We have 1 clue for the answer “DODECAGON”

Clue Answers
Twelve-sided figure 1 answer
✏️ Suggest another clue Know another question for crossword solution "DODECAGON"? Please add your clue to the biggest crossword databank now!
Length times width e.g.
?
A
?
R
?
E
?
A
Hint 1 meaning
The superficial contents of any figure; the surface included within any given lines; superficial extent; as, the area of a square or a triangle.
Hint 2 anagram
EAAR
Hint 3 another clue
CERTAIN BRAIN SIZE
15 +1

New Suggestion for "DODECAGON"

Answer (solution)
Clue

Related word tools

Sentences with DODECAGON (5)

You are acquainted, of course, with the modern rule of giving the bastions a salient angle of fifteen degrees in excess of half the angle of the figure in all figures from the square up to the dodecagon? Well, Fort Amitie being a square--or rather a right-angled quadrilateral--the half of its angle will be forty-five degrees; add fifteen, and we get sixty; which is as nearly as possible the salience of our flanking towers; only they happen to be round.
Fort Amity Arthur Thomas Quiller-Couch 2007
Book I of the _Metrica_ calculates the areas of triangles, quadrilaterals, the regular polygons up to the dodecagon (the areas even of the heptagon, enneagon, and hendecagon are approximately evaluated), the circle and a segment of it, the ellipse, a parabolic segment, and the surfaces of a cylinder, a right cone, a sphere and a segment thereof.
The Legacy of Greece Various 2007
You may do this: you may put the word _hexagon_ or _dodecagon_, or any other word describing a polygon in the place of _Circle_ in your proof, and the proof would be just as good as before.
A Budget of Paradoxes, Volume II (of II) Augustus de Morgan 2008
Antiphon divided the circle into four equal arcs, and by joining the points of division obtained a square; he then divided each arc again into two equal parts and thus obtained an inscribed octagon; thence he constructed an inscribed dodecagon, and perceived that the figure so inscribed more and more approached the shape of a circle.
The Monist, Vol. 1, 1890-1891 Various 2018
FROM A CENTRE INSCRIBE A STARRED DODECAGON ANALOGOUS TO NUMBER 65.] [Illustration: 67 TRIANGULAR PLAN.
Moorish Remains in Spain Albert F. Calvert 2019
Where this answer appears

Appears in: LAT.

Used 1 time in crossword archives (2013).