Squircle - Revision history

en>Rrburke: Reverted edits by 65.92.181.27 (talk) (HG)

2014-12-02T00:13:18Z

Reverted edits by 65.92.181.27 (talk) (HG)

← Older revision		Revision as of 02:13, 2 December 2014
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	~~They call~~ me Emilia. ~~Years ago he moved~~ to ~~North Dakota~~ and ~~his family members loves~~ it. ~~To gather cash~~ is ~~1 of~~ the ~~issues I adore most~~. ~~Supervising is my profession~~.<br><br>~~Feel free to~~ visit my ~~website;~~ [http://www.~~youporntime~~.~~com~~/user/~~KBiaggini http://www~~.~~youporntime~~.~~com/user/KBiaggini~~]		Hello. Let me introduce the author. Her title is Emilia Shroyer but it's not the most feminine name out there. The preferred hobby for my kids and me is to perform baseball and I'm attempting to make it a occupation. [http://Www.healthcentral.com/genital-herpes/h/female-symptoms-herpes-pictures.html South Dakota] is where I've usually been living. Since she was eighteen she's been working as a receptionist [http://xn--bp2bm9e86j.com/index.php?document_srl=2281&mid=review at home std test] std test but her over the counter std test [http://indianrajneet.com/groups/best-strategies-for-keeping-candida-albicans-from-increasing/ home std test kit] [http://Articles.Baltimoresun.com/2011-02-21/specialsection/bs-hs-std-testing-20110221_1_std-testing-gonorrhea-and-chlamydia-chlamydia-cases std test] marketing by no means arrives.<br><br>Also visit my webpage [http://www.streaming.iwarrior.net/user/WMcneil streaming.iwarrior.net]

209.49.126.5: /* Uses */

2014-02-18T23:43:23Z

Uses

← Older revision		Revision as of 01:43, 19 February 2014
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	~~A '''capital recovery factor'''~~ is ~~the ratio~~ of ~~a constant [[annuity (finance theory)\|annuity]] to~~ the ~~[[present value]] of receiving that annuity for a given length of time~~. ~~Using an [[interest rate]] ''i'', the capital recovery factor~~ is:		They call me Emilia. Years ago he moved to North Dakota and his family members loves it. To gather cash is 1 of the issues I adore most. Supervising is my profession.<br><br>Feel free to visit my website; [http://www.youporntime.com/user/KBiaggini http://www.youporntime.com/user/KBiaggini]

	<~~math~~> ~~CRF = \frac {i(1+i)^n}{(1+i)^n-1}~~<~~/math>~~

	~~where <math>n</math> is the number of annuities received.<ref~~>[http://~~faculty~~.~~engineering~~.~~ucdavis.edu/jenkins/CBC/Calculator~~/~~CalculatorBackground.pdf Calculator by Jenkins at University of California]<~~/~~ref>~~

	~~This is related to the [[annuity formula]], which gives the present value in terms of the annuity, the interest rate, and the number of annuities.~~

	~~If <math> n = 1</math>, the <math>CRF</math> reduces to <math>1+i</math>. As <math>n \to \infty</math>, the <math>CRF \to i</math>.~~
	~~==References==~~
	~~<references/>~~

	~~==External links==~~
	[http://www.~~wolframalpha~~.com/~~entities/calculators/capital_recovery_factor_calculator/tq/pq/5l~~/ ~~Wolfram\|Alpha Capital Recovery Factor Calculator]~~

	~~[[Category:Financial ratios]~~]

en>Modest Genius: Reverted edits by Yuting9 (talk) to last version by Érico Júnior Wouters

2014-01-07T16:38:45Z

Reverted edits by Yuting9 (talk) to last version by Érico Júnior Wouters

← Older revision		Revision as of 18:38, 7 January 2014
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	~~The writer~~ is ~~known by~~ the ~~title~~ of ~~Numbers Lint. Bookkeeping is my profession. South Dakota is her beginning place but she needs~~ to ~~move simply because~~ of ~~her family~~. ~~To collect cash~~ is ~~what her family and her enjoy.~~<br><br>~~Have a look at my web page~~ [http://~~www~~.~~pponline~~.co.uk/~~user~~/~~miriamlinswkucrd~~ http://www.~~pponline~~.~~co.uk~~/]		A '''capital recovery factor''' is the ratio of a constant [[annuity (finance theory)\|annuity]] to the [[present value]] of receiving that annuity for a given length of time. Using an [[interest rate]] ''i'', the capital recovery factor is:

			<math> CRF = \frac {i(1+i)^n}{(1+i)^n-1}</math>

			where <math>n</math> is the number of annuities received.<ref>[http://faculty.engineering.ucdavis.edu/jenkins/CBC/Calculator/CalculatorBackground.pdf Calculator by Jenkins at University of California]</ref>

			This is related to the [[annuity formula]], which gives the present value in terms of the annuity, the interest rate, and the number of annuities.

			If <math> n = 1</math>, the <math>CRF</math> reduces to <math>1+i</math>. As <math>n \to \infty</math>, the <math>CRF \to i</math>.
			==References==
			<references/>

			==External links==
			[http://www.wolframalpha.com/entities/calculators/capital_recovery_factor_calculator/tq/pq/5l/ Wolfram\|Alpha Capital Recovery Factor Calculator]

			[[Category:Financial ratios]]

en>AnonMoos: Undid revision 506608157 by 24.60.55.202 (talk)

2012-08-09T23:05:41Z

Undid revision 506608157 by 24.60.55.202 (talk)

New page

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