Relative velocity - Revision history

en>Guy vandegrift: /* In two dimensions (non-relativistic) */ removed unnecessary word "too"

2014-08-06T00:15:33Z

In two dimensions (non-relativistic): removed unnecessary word "too"

← Older revision		Revision as of 02:15, 6 August 2014
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	~~Hello buddy~~. Let me ~~introduce myself~~. ~~I am Ron but I don't like when people use my full title~~. ~~Playing crochet~~ is ~~a factor that I~~'~~m totally addicted to~~. ~~Some time~~ in the ~~past he chose~~ to ~~live in Kansas. Interviewing is what~~ I ~~do in my working day job~~.<br><br>~~Feel free to surf to my~~ web ~~site ::~~ [http://~~sportshop-Union~~.de/~~index.php~~?~~mod~~=~~users&action=view&id=13058 extended car warranty~~]		Hi there. Let me begin by introducing the writer, her title is Myrtle Cleary. Years ago we moved to North Dakota. Hiring is her working day job now but she's always needed her own company. One of the extremely very best things in the world for me is to do aerobics and I've been doing it for quite a whilst.<br><br>My web blog ... [http://rtdcs.hufs.ac.kr/?document_srl=780411 http://rtdcs.hufs.ac.kr/]

en>Guy vandegrift: /* Galilean transformation (non-relativistic) */ I think I wrote this footnote, but now find it inappropriate. Is this better?

2014-02-10T00:32:53Z

Galilean transformation (non-relativistic): I think I wrote this footnote, but now find it inappropriate. Is this better?

← Older revision		Revision as of 02:32, 10 February 2014
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	~~In [[mathematics]],~~ ''~~'Poinsot's spirals''' are two [[spiral]]s represented by~~ the ~~[[polar equation]]s~~		Hello buddy. Let me introduce myself. I am Ron but I don't like when people use my full title. Playing crochet is a factor that I'm totally addicted to. Some time in the past he chose to live in Kansas. Interviewing is what I do in my working day job.<br><br>Feel free to surf to my web site :: [http://sportshop-Union.de/index.php?mod=users&action=view&id=13058 extended car warranty]

	~~:<math> r = a\ \operatorname{csch} (n\theta) </math>~~
	~~:<math> r = a\ \operatorname{sech} (n\theta) </math>~~
	~~where csch is the [[hyperbolic cosecant]], and sech~~ is ~~the [[hyperbolic secant]]~~.<~~ref name=Lawrence1972~~>~~{{cite book\|last=Lawrence\|first=J. Dennis\|title=A Catalog of Special Plane Curves\|year=1972\|publisher=Dover\|location=New York\|pages=192–194\|isbn=0486602885}}~~<~~/ref~~> ~~They are named after the French mathematician~~ [~~[Louis Poinsot]].~~

	~~{{multiple image~~
	~~\|align= center~~
	~~\|footer = Examples of the two types of Poinsot's spirals.~~
	~~\|image1 = Poinsot2.svg~~
	~~\|width1 = 300~~
	~~\|alt1 = The Poinsot spiral r=csch(θ~~/~~3).~~
	~~\|caption1 = The Poinsot spiral r=csch(θ~~/~~3).~~
	~~\|image2 = Poinsot1.svg~~
	~~\|width2 = 285~~
	~~\|alt2 = The Poinsot spiral r=sech(θ/3)~~.
	~~\|caption2 = The Poinsot spiral r=sech(θ~~/3).
	}}

	==~~See also~~==
	~~[[Cotes' spiral]]~~
	~~==References==~~
	~~{{reflist}}~~

	~~{{geometry-stub}}~~
	~~[[Category:Spirals]~~]

en>Guy vandegrift: /* Extension to special relativity */

2014-01-21T22:38:52Z

Extension to special relativity

← Older revision		Revision as of 00:38, 22 January 2014
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	~~The name of~~ the ~~author~~ is ~~Garland. I am a production and distribution officer. The factor I adore most flower arranging~~ and ~~now I have time to take on new issues. Arizona~~ is ~~her birth location and she will never transfer~~.<br><br>~~My weblog:~~ [~~http:~~//~~kdfw~~.de.vu/~~index/users/view/id~~/~~17092 de~~.vu]		In [[mathematics]], '''Poinsot's spirals''' are two [[spiral]]s represented by the [[polar equation]]s

			:<math> r = a\ \operatorname{csch} (n\theta) </math>
			:<math> r = a\ \operatorname{sech} (n\theta) </math>
			where csch is the [[hyperbolic cosecant]], and sech is the [[hyperbolic secant]].<ref name=Lawrence1972>{{cite book\|last=Lawrence\|first=J. Dennis\|title=A Catalog of Special Plane Curves\|year=1972\|publisher=Dover\|location=New York\|pages=192–194\|isbn=0486602885}}</ref> They are named after the French mathematician [[Louis Poinsot]].

			{{multiple image
			\|align= center
			\|footer = Examples of the two types of Poinsot's spirals.
			\|image1 = Poinsot2.svg
			\|width1 = 300
			\|alt1 = The Poinsot spiral r=csch(θ/3).
			\|caption1 = The Poinsot spiral r=csch(θ/3).
			\|image2 = Poinsot1.svg
			\|width2 = 285
			\|alt2 = The Poinsot spiral r=sech(θ/3).
			\|caption2 = The Poinsot spiral r=sech(θ/3).
			}}

			==See also==
			[[Cotes' spiral]]
			==References==
			{{reflist}}

			{{geometry-stub}}
			[[Category:Spirals]]

68.164.105.229: /* Special relativity theory */

2012-08-28T01:40:19Z

Special relativity theory

New page

The name of the author is Garland. I am a production and distribution officer. The factor I adore most flower arranging and now I have time to take on new issues. Arizona is her birth location and she will never transfer.<br><br>My weblog: [http://kdfw.de.vu/index/users/view/id/17092 de.vu]