Finite difference method - Revision history

2607:F010:2E9:4:70A1:500D:F5D0:EDF7: /* Accuracy and order */

2014-11-07T18:45:50Z

Accuracy and order

← Older revision		Revision as of 20:45, 7 November 2014
Line 1:		Line 1:
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In the spring of 2005, he starred as George Aaronow within the Broadway revival of Glengarry Glen Ross.After the cancellation of Arrested Development in April 2006, Tambor signed onto a series with John Lithgow called Twenty Good Years about two men who ponder the last 20 years of their life. <br><br>Rosalee Longmoore, president of the Saskatchewan Union of Nurses, said rural nurses are juggling shifts to ensure there is always coverage to keep their health facilities open. She said many nurses in these areas feel the pressure to operate extra hours because their own neighbours and people are directly impacted when closures occur.. <br><br>Be cautious with the way you word your profile and emails, because sarcasm may come off as unnecessarily harsh without the benefit of tone of voice and facial expressions to soften the delivery. 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en>Rcrumpf: /* External links */

2014-02-28T15:53:16Z

External links

Show changes

en>Salih: Reverted to revision 585325886 by 86.45.63.80 (talk). (TW)

2013-12-28T11:01:17Z

Reverted to revision 585325886 by 86.45.63.80 (talk). (TW)

← Older revision		Revision as of 13:01, 28 December 2013
Line 1:		Line 1:
	~~Greetings! I am Marvella~~ and ~~I feel comfy when people~~ use the ~~full name~~. ~~For years he~~'~~s been working as~~ a ~~receptionist~~. ~~One~~ of the ~~issues she loves most is to do aerobics and now she is attempting to make cash with it~~. ~~For a whilst she~~'s ~~been in South Dakota~~.<br><br>~~Feel free to visit my homepage;~~ [~~http~~://~~ironptstudio~~.~~com~~/~~rev~~/~~239375 http~~://~~ironptstudio~~.~~com~~/~~rev~~/~~239375~~]		{{Even polygon db\|Even polygon stat table\|p14}}
			In [[geometry]], a '''tetradecagon''' (or '''tetrakaidecagon''') is a [[polygon]] with 14 sides and angles.

			==Regular tetradecagon==
			The [[area]] of a [[Regular polygon\|regular]] tetradecagon of side length ''a'' is given by
			:<math>A = \frac{14}{4}a^2\cot\frac{\pi}{14}\simeq 15.3345a^2</math>

			===Numismatic use===
			The regular tetradecagon is used as the shape of some commemorative gold and silver [[Malaysia]]n coins, the number of sides representing the 14 states of the Malaysian Federation.<ref>''The Numismatist'', Volume 96, Issues 7-12, Page 1409, American Numismatic Association, 1983.</ref>

			===Construction===
			A regular tetradecagon cannot be [[constructible polygon\|constructed]] using a [[compass and straightedge]].{{cn\|date=December 2013}} The animation below gives an approximation of about 0.05° on the center angle:

			[[File:Approximated_Tetradecagon_Inscribed_in_a_Circle.gif]]<br>Construction of an approximated regular tetradecagon

			===Petrie polygons===
			The ''regular tetradecagon'' is the [[Petrie polygon]] for many higher dimensional polytopes, shown in these skew [[orthogonal projection]]s, including:

			{\| class=wikitable width=450
			\|- align=center valign=center
			!valign=center\|A<sub>13</sub>
			\|[[File:13-simplex_t0.svg\|100px]]<br>[[13-simplex]]
			\|- align=center valign=center
			!valign=center\|BC<sub>7</sub>
			\|[[File:7-cube_t6.svg\|100px]]<br>[[7-orthoplex]]
			\|[[File:7-cube_t5.svg\|100px]]<br>[[Rectified 7-orthoplex]]
			\|[[File:7-cube_t4.svg\|100px]]<br>[[Birectified 7-orthoplex]]
			\|[[File:7-cube_t3.svg\|100px]]<br>[[Trirectified 7-cube]]
			\|[[File:7-cube_t2.svg\|100px]]<br>[[Birectified 7-cube]]
			\|[[File:7-cube_t1.svg\|100px]]<br>[[Rectified 7-cube]]
			\|[[File:7-cube_t0.svg\|100px]]<br>[[7-cube]]
			\|- align=center valign=top
			!valign=center\|BC<sub>7</sub>
			\|[[File:4 21 t0 B7.svg\|100px]]<br>[[4 21 polytope\|(4<sub>21</sub>)]]
			\|[[File:4 21 t1 B7.svg\|100px]]<br>[[4 21 polytope\|t<sub>1</sub>(4<sub>21</sub>)]]
			\|[[File:4 21 t2 B7.svg\|100px]]<br>[[4 21 polytope\|t<sub>2</sub>(4<sub>21</sub>)]]
			\|[[File:4 21 t3 B7.svg\|100px]]<br>[[4 21 polytope\|t<sub>3</sub>(4<sub>21</sub>)]]
			<!--\|[[File:4 21 t4 B7.svg\|100px]]<br>[[4 21 polytope\|t<sub>4</sub>(4<sub>21</sub>)]]-->
			\|[[File:2 41 t0 B7.svg\|100px]]<br>[[2 41 polytope\|(2<sub>41</sub>)]]
			\|[[File:2 41 t1 B7.svg\|100px]]<br>[[2 41 polytope\|t<sub>1</sub>(2<sub>41</sub>)]]
			\|[[File:1 42 t0 B7.svg\|100px]]<br>[[1 42 polytope\|(1<sub>42</sub>)]]
			\|- align=center valign=center
			!valign=center\|D<sub>8</sub>
			\|[[File:8-cube_t7_B7.svg\|100px]]<br>[[8-orthoplex\|t<sub>6</sub>(1<sub>51</sub>)]]
			\|[[File:8-cube_t6_B7.svg\|100px]]<br>[[Rectified 8-orthoplex\|t<sub>5</sub>(1<sub>51</sub>)]]
			\|[[File:8-cube_t5_B7.svg\|100px]]<br>[[Birectified 8-orthoplex\|t<sub>4</sub>(1<sub>51</sub>)]]
			\|[[File:8-cube_t4_B7.svg\|100px]]<br>[[Trirectified 8-orthoplex\|t<sub>3</sub>(1<sub>51</sub>)]]
			\|[[File:8-cube_t3_B7.svg\|100px]]<br>[[Trirectified 8-cube\|t<sub>2</sub>(1<sub>51</sub>)]]
			\|[[File:8-demicube_t1_D8.svg\|100px]]<br>[[Birectified 8-cube\|t<sub>1</sub>(1<sub>51</sub>)]]
			\|[[File:8-demicube_t0_D8.svg\|100px]]<br>[[8-demicube\|(1<sub>51</sub>)]]
			\|}

			==References==
			{{reflist}}

			==External links==
			*{{MathWorld\|title=Tetradecagon\|urlname=Tetradecagon}}

			{{Polygons}}

			[[Category:Polygons]]

en>Vilietha: /* See also */

2012-05-14T06:42:56Z

← Older revision		Revision as of 13:01, 28 December 2013
Line 1:		Line 1:
	~~Greetings! I am Marvella~~ and ~~I feel comfy when people~~ use the ~~full name~~. ~~For years he~~'~~s been working as~~ a ~~receptionist~~. ~~One~~ of the ~~issues she loves most is to do aerobics and now she is attempting to make cash with it~~. ~~For a whilst she~~'s ~~been in South Dakota~~.<br><br>~~Feel free to visit my homepage;~~ [~~http~~://~~ironptstudio~~.~~com~~/~~rev~~/~~239375 http~~://~~ironptstudio~~.~~com~~/~~rev~~/~~239375~~]		{{Even polygon db\|Even polygon stat table\|p14}}
			In [[geometry]], a '''tetradecagon''' (or '''tetrakaidecagon''') is a [[polygon]] with 14 sides and angles.

			==Regular tetradecagon==
			The [[area]] of a [[Regular polygon\|regular]] tetradecagon of side length ''a'' is given by
			:<math>A = \frac{14}{4}a^2\cot\frac{\pi}{14}\simeq 15.3345a^2</math>

			===Numismatic use===
			The regular tetradecagon is used as the shape of some commemorative gold and silver [[Malaysia]]n coins, the number of sides representing the 14 states of the Malaysian Federation.<ref>''The Numismatist'', Volume 96, Issues 7-12, Page 1409, American Numismatic Association, 1983.</ref>

			===Construction===
			A regular tetradecagon cannot be [[constructible polygon\|constructed]] using a [[compass and straightedge]].{{cn\|date=December 2013}} The animation below gives an approximation of about 0.05° on the center angle:

			[[File:Approximated_Tetradecagon_Inscribed_in_a_Circle.gif]]<br>Construction of an approximated regular tetradecagon

			===Petrie polygons===
			The ''regular tetradecagon'' is the [[Petrie polygon]] for many higher dimensional polytopes, shown in these skew [[orthogonal projection]]s, including:

			{\| class=wikitable width=450
			\|- align=center valign=center
			!valign=center\|A<sub>13</sub>
			\|[[File:13-simplex_t0.svg\|100px]]<br>[[13-simplex]]
			\|- align=center valign=center
			!valign=center\|BC<sub>7</sub>
			\|[[File:7-cube_t6.svg\|100px]]<br>[[7-orthoplex]]
			\|[[File:7-cube_t5.svg\|100px]]<br>[[Rectified 7-orthoplex]]
			\|[[File:7-cube_t4.svg\|100px]]<br>[[Birectified 7-orthoplex]]
			\|[[File:7-cube_t3.svg\|100px]]<br>[[Trirectified 7-cube]]
			\|[[File:7-cube_t2.svg\|100px]]<br>[[Birectified 7-cube]]
			\|[[File:7-cube_t1.svg\|100px]]<br>[[Rectified 7-cube]]
			\|[[File:7-cube_t0.svg\|100px]]<br>[[7-cube]]
			\|- align=center valign=top
			!valign=center\|BC<sub>7</sub>
			\|[[File:4 21 t0 B7.svg\|100px]]<br>[[4 21 polytope\|(4<sub>21</sub>)]]
			\|[[File:4 21 t1 B7.svg\|100px]]<br>[[4 21 polytope\|t<sub>1</sub>(4<sub>21</sub>)]]
			\|[[File:4 21 t2 B7.svg\|100px]]<br>[[4 21 polytope\|t<sub>2</sub>(4<sub>21</sub>)]]
			\|[[File:4 21 t3 B7.svg\|100px]]<br>[[4 21 polytope\|t<sub>3</sub>(4<sub>21</sub>)]]
			<!--\|[[File:4 21 t4 B7.svg\|100px]]<br>[[4 21 polytope\|t<sub>4</sub>(4<sub>21</sub>)]]-->
			\|[[File:2 41 t0 B7.svg\|100px]]<br>[[2 41 polytope\|(2<sub>41</sub>)]]
			\|[[File:2 41 t1 B7.svg\|100px]]<br>[[2 41 polytope\|t<sub>1</sub>(2<sub>41</sub>)]]
			\|[[File:1 42 t0 B7.svg\|100px]]<br>[[1 42 polytope\|(1<sub>42</sub>)]]
			\|- align=center valign=center
			!valign=center\|D<sub>8</sub>
			\|[[File:8-cube_t7_B7.svg\|100px]]<br>[[8-orthoplex\|t<sub>6</sub>(1<sub>51</sub>)]]
			\|[[File:8-cube_t6_B7.svg\|100px]]<br>[[Rectified 8-orthoplex\|t<sub>5</sub>(1<sub>51</sub>)]]
			\|[[File:8-cube_t5_B7.svg\|100px]]<br>[[Birectified 8-orthoplex\|t<sub>4</sub>(1<sub>51</sub>)]]
			\|[[File:8-cube_t4_B7.svg\|100px]]<br>[[Trirectified 8-orthoplex\|t<sub>3</sub>(1<sub>51</sub>)]]
			\|[[File:8-cube_t3_B7.svg\|100px]]<br>[[Trirectified 8-cube\|t<sub>2</sub>(1<sub>51</sub>)]]
			\|[[File:8-demicube_t1_D8.svg\|100px]]<br>[[Birectified 8-cube\|t<sub>1</sub>(1<sub>51</sub>)]]
			\|[[File:8-demicube_t0_D8.svg\|100px]]<br>[[8-demicube\|(1<sub>51</sub>)]]
			\|}

			==References==
			{{reflist}}

			==External links==
			*{{MathWorld\|title=Tetradecagon\|urlname=Tetradecagon}}

			{{Polygons}}

			[[Category:Polygons]]