¹ *Source: wiktionary.com*

### Definition of Hexagons

**1.** hexagon [n] - See also: hexagon

### Hexagons Pictures

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### Lexicographical Neighbors of Hexagons

### Literary usage of Hexagons

Below you will find example usage of this term as found in modern and/or classical literature:

**1.** *The Making, Shaping and Treating of Steel* by James McIntyre Camp, Charles Blaine Francis (1920)

"**hexagons**: There are two methods used for rolling **hexagons**. ... **hexagons** rolled
thus are best suited for cold drawing purposes as they will be free from ..."**2.** *The Making, Shaping and Treating of Steel* by James McIntyre Camp, Charles Blaine Francis (1920)

"**hexagons**: There are two methods used for rolling **hexagons**. By one method all six
corners are formed in the rolls, three in the top and three in the bottom. ..."**3.** *Applied Perspective, for Architects and Painters* by William Pitt Preble Longfellow (1901)

"**hexagons** AND RECIPROCAL VANISHING POINTS IN every horizon there are two vanishing
points which have the peculiarity that each is the measuring point of the ..."**4.** *A History of Greek Mathematics* by Thomas Little Heath (1921)

"Therefore the triangle is given in species; therefore the ratio ON: NL is given,
and, since ON is given, the side NL of each of the **hexagons** is given. ..."**5.** *Shop Mathematics* by Earle Bertram Norris, Kenneth Gardner Smith, Ralph Thurman Craigo (1913)

"Long and Short Diameters of **hexagons**.—There are three well-known methods ...
This is the measurement by which **hexagons** are commonly designated in the shop. ..."**6.** *A Scrap-book of Elementary Mathematics: Notes, Recreations, Essays* by William Frank White (1908)

"Magic **hexagons**.^ 117 Sum of any side of triangle = sum of vertexes of either
triangle=sum of vertexes of convex hexagon = sum of vertexes of any ..."**7.** *Mathematical Questions and Solutions* by W. J. C. Miller (1869)

"Show that if either of these two **hexagons** can be inscribed or circumscribed to
a conic, the other can be circumscribed or inscribed to a conic. 2513. ..."**8.** *The Transactions of the Microscopical Society of London* by Microscopical Society of London (1853)

"I pass on to notice, however, that the only quadrilateral figure which will so
contain a number of **hexagons** that its area may be discovered by squaring a ..."