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{{About|a unit of plane angle|the grade of an inclined surface, i.e. gradient, slope, or pitch|grade (slope)|the gradient in vector calculus|gradient|the radian unit|radian}}
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The '''gradian''' is a unit of plane [[angle]], equivalent to {{frac|1|400}} of a [[turn (geometry)|turn]].<ref>{{cite book|url=http://webdav-noauth.unit-c.fr/files/perso/pbarbier/cours_unit/Elements_de_base_de_la_cartographie.pdf|page=12|date=2005|publisher=Institut Géographique National|author=Patrick Bouron|accessdate=2011-07-07|title=Cartographie: Lecture de Carte}}</ref>
 
It is also known as '''gon''', '''grad''', or '''grade'''. One grad equals {{frac|9|10}} of a [[degree (angle)|degree]] or {{frac|[[pi|π]]|200}} of a radian. In continental [[Europe]], the French term ''centigrade'' was in use for one hundredth of a grad, and the term ''myriograde'' was in use for one ten-thousandth of a grad. This was one reason for the adoption of the term [[Celsius]] to replace centigrade as the name of the temperature scale.{{Citation needed|date=October 2012}}
 
== History ==
The unit originated in [[France]] as the ''grade'', along with the [[metric system]]. Due to confusion with existing ''grad(e)'' units of northern Europe, the name ''gon'' was later adopted, first in those regions, later as the international standard. In [[German language|German]], the unit was formerly also called ''Neugrad'' (new degree), likewise ''Nygrad'' in [[Swedish language|Swedish]], [[Danish language|Danish]] and [[Norwegian language|Norwegian]] (also ''Gradian''), and ''Nýgráða'' in [[Icelandic language|Icelandic]].
 
Although attempts at a general introduction were made, the unit was really only adopted in some countries and for specialised areas, like [[surveying]]. The French artillery has used the grad for decades. The degree, {{frac|1|360}} of a circle, or the mathematically more convenient radian, {{frac|1|(2π)}} of a circle (used in the [[SI]] system of units) are generally used instead. In the 1970s and 80s most [[scientific calculator]]s offered the grad as well as radians and degrees for their [[trigonometric functions]], but in recent years most offer degrees and radians only{{Citation needed|date=April 2011}}.
 
The international standard symbol for this unit today is "gon" (see [[ISO 31-1]]). Other symbols used in the past include "gr", "grd", and "g", the last sometimes written as a superscript, similarly to a degree sign: 50<sup>g</sup> = 45°. "Grad" was commonly used on calculators with LCD displays, as "DEG", "GRAD", and "RAD" could all be represented as a subsection of a panel with the letters "DEGRAD".
 
==Benefits==
 
Each quadrant is assigned a range of 100 gon, which eases recognition of the four quadrants, as well as arithmetic involving perpendicular or opposite angles.
{|
|-
|align="right"| 0° ||align="center"| = ||align="right"| 0 gon
|-
|align="right"| 90° ||align="center"| = ||align="right"| 100 gon
|-
|align="right"| 180° ||align="center"| = ||align="right"| 200 gon
|-
|align="right"| 270° ||align="center"| = ||align="right"| 300 gon
|-
|align="right"| 360° ||align="center"| = ||align="right"| 400 gon
|-
|}
 
One advantage of this unit is that right angles are easy to add and subtract in mental arithmetic. If one is traveling on a course of 117 gon (clockwise from due North), say, then the direction from one's left is instantly convertible into 17 gon; while the direction from one's right is 217 gon; and the direction from behind one is 317 gon. A disadvantage is that the common angles of 30° and 60° in geometry must be expressed in fractions (33{{frac|1|3}} gon and 66{{frac|2|3}} gon, respectively). Similarly, in one hour ({{frac|1|24}} day), Earth rotates by 15° or 16{{frac|2|3}} gon.
 
Originally, 1 gon of arc along the Earth's surface was equal to 100 kilometers of distance at the [[equator]]; therefore 1 centigrad of arc equals 1 kilometer.<ref>[http://webdav-noauth.unit-c.fr/files/perso/pbarbier/cours_unit/Elements_de_base_de_la_cartographie.pdf Cartographie – lecture de carte – Partie H Quelques exemples à retenir]</ref>
 
Gradians are also convenient when working with vectors on the [[complex plane]]. The exponent of the [[imaginary unit]] on any given vector is equal to its angle (''argument'') in hectogradians (100 gon) from the positive x-axis: <math>i^n</math> has an argument of <math>100n</math> gradians.
 
==Use in surveying ==
In surveying, the gradian is the default unit of angles in many parts of the world. Subdivisions of gradian used in surveying are c's (1 c = 0.01 grad) and cc's (1 cc = 0.0001 grad).
 
== Conversion of some common angles ==
{|class = wikitable style="text-align:center;"
! Units !! colspan=13 | Values
|-
|style = "background:#f2f2f2; text-align:left;" | '''[[Turn (geometry)|Turns]]'''&nbsp;&nbsp;
|style = "width:3em;" | 0
|style = "width:3em;" | 1/24
|style = "width:3em;" | 1/12
|style = "width:3em;" | 1/10
|style = "width:3em;" | 1/8
|style = "width:3em;" | 1/6
|style = "width:3em;" | 1/5
|style = "width:3em;" | 1/4
|style = "width:3em;" | 1/3
|style = "width:3em;" | 2/5
|style = "width:3em;" | 1/2
|style = "width:3em;" | 3/4
|style = "width:3em;" | 1
|-
|style = "background:#f2f2f2; text-align:left;" | '''[[Radian]]s'''
| 0
| <math>\tfrac{\pi}{12}</math>
| <math>\tfrac{\pi}{6}</math>
| <math>\tfrac{\pi}{5}</math>
| <math>\tfrac{\pi}{4}</math>
| <math>\tfrac{\pi}{3}</math>
| <math>\tfrac{2\pi}{5}</math>
| <math>\tfrac{\pi}{2}</math>
| <math>\tfrac{2\pi}{3}</math>
| <math>\tfrac{4\pi}{5}</math>
| <math>\pi\,</math>
| <math>\tfrac{3\pi}{2}</math>
| <math>2\pi\,</math>
|-
|style = "background:#f2f2f2; text-align:left;" | '''[[Degree (angle)|Degrees]]'''&nbsp;&nbsp;
|style = "width:3em;" | 0°
|style = "width:3em;" | 15°
|style = "width:3em;" | 30°
|style = "width:3em;" | 36°
|style = "width:3em;" | 45°
|style = "width:3em;" | 60°
|style = "width:3em;" | 72°
|style = "width:3em;" | 90°
|style = "width:3em;" | 120°
|style = "width:3em;" | 144°
|style = "width:3em;" | 180°
|style = "width:3em;" | 270°
|style = "width:3em;" | 360°
|-
|style = "background:#f2f2f2; text-align:left;" | '''Grads'''
| 0<sup>g</sup>
| 16⅔<sup>g</sup>
| 33⅓<sup>g</sup>
| 40<sup>g</sup>
| 50<sup>g</sup>
| 66⅔<sup>g</sup>
| 80<sup>g</sup>
| 100<sup>g</sup>
| 133⅓<sup>g</sup>
| 160<sup>g</sup>
| 200<sup>g</sup>
| 300<sup>g</sup>
| 400<sup>g</sup>
|}
 
== See also ==
* [[Angular frequency]]
* [[Angular mil]] (military measurement)
* [[Harmonic analysis]]
* [[Steradian]] (the "square radian")
* [[Trigonometry]]
 
== References ==
<references/>
 
==External links==
* [http://mathworld.wolfram.com/Gradian.html Gradian] at [[MathWorld]]
* [http://mathforum.org/library/drmath/view/55451.html Ask Dr Math]
* [http://www.sizes.com/units/grade.htm grade]
* [http://www.sizes.com/units/gon.htm gon]
* [http://www.sizes.com/units/temperature_centigrade.htm centigrade]
* [http://www.cleavebooks.co.uk/dictunit/notesa.htm Dictionary of Units]
 
[[Category:Units of angle]]
[[Category:Decimalisation]]

Latest revision as of 22:28, 12 January 2015

A lagging computer is truly annoying and can be quite a headache. Almost every individual that uses a computer faces this issue several time or the alternative. If the computer furthermore suffers within the same issue, you'll find it hard to continue functioning because normal. In such a situation, the thought, "what could I do to make my PC run faster?" is recurring plus infuriating. There's a answer, but!

We all recognize that the registry is the important component of the Windows running program because it stores all info about the Dll files, programs found on the computer and program settings. However, as days by, it is actually unavoidable which we will encounter registry matter due to a big amount of invalid, useless plus unwanted entries.

Windows is actually quite dumb. It only knows how to follow commands and instructions, meaning which whenever we install a system, which program has to tell Windows precisely what to do. This really is done by storing an "training file" inside the registry of the system. All a computer programs place these "manuals" into the registry, allowing your computer to run a wide array of programs. Whenever we load up one of those programs, Windows merely looks up the program file in the registry, and carries out its instructions.

Registry cleaners have been tailored for 1 purpose - to wash out the 'registry'. This really is the central database which Windows relies on to function. Without this database, Windows wouldn't even exist. It's thus significant, that a computer is regularly adding and updating the files inside it, even when you're browsing the Internet (like now). This is fantastic, however the problems occur whenever certain of those files become corrupt or lost. This arises a lot, and it takes a advantageous tool to fix it.

These are the results which the registry cleaner software found: 622 incorrect registry entries, 45,810 junk files, 15,643 unprotected privacy files, 8,462 bad Active X goods which were not blocked, 16 performance qualities that have been not optimized, plus 4 updates that the computer needed.

Another key element whenever you compare registry cleaners is having a facility to manage the start-up jobs. This merely means that you can choose what programs you'd like to commence when you start a PC. If you have unwanted programs beginning whenever you boot up the PC this may lead to a slow running computer.

The System File Checker (SFC) may enable in resolving error 1721 as it, by its nature, scans the system files for corruption plus replaces them with their authentic versions. This needs you to have the Windows Installation DVD ROM for continuing.

By changing the means we employ the web you are able to have access more of the valuable bandwidth. This may eventually give we a quicker surfing experience. Here is a link to 3 methods to personalize a PC speed online.