Ogled vira Comments:Vnaprej definirane funkcije in operatorji

<noinclude>{{Manual Page|version=4.0}}[[Category:Manual (official)|{{PAGENAME}}]]</noinclude>
Da bi kreirali števila, koordinate ali enačbe z uporabo [[Vnosna vrstica|vnosne vrstice]], lahko uporabimo spodnje definirane funkcije in ukaze. Logični operatorji in funkcije so navedene v posebnem razdelku o [[Logične vrednosti|logičnih vrednostih]] .

{{Note|Definirane funkcije vedno uporabljajo za vnos parametrov oglate oklepaje, ki brez presledka sledijo imenu funkcije.}}


{| class="pretty" width="95%"
|-
!Operacija / Funkcija
!Vnos
|-
|Seštevanje
| +
|-
|Odštevanje
| -
|-
|Množenje
|* ali le presledek
|-
|Skalarni produkt
|* ali presledek
|-
|Vektorski produkt ali determinanta (glej [[Točke in Vectorji#Vektorski produkt|Točke in vektorji]])
|⊗
|-
|Deljenje
|/
|-
|Potenciranje
|^ ali nadpis (<code>x^2</code> ali <code>x<sup>2</sup></code>)
|-
|Faktorsko
|!
|-
|Oklepaji
|( )
|-
|x-koordinata
|x( )
|-
|y-koordinata
|y( )
|-
|argument
|arg( )
|-
|konjugirano
|conjugate( )
|-
|absolutna vrednost
|abs( )
|-
|Predznak
|sgn( ) ali sign()
|-
|kvadratni koren
|sqrt( )
|-
|Kubični koren
|cbrt( )
|-
|Slučajno število med 0 in 1
|random( )
|-
|Eksponentna funkcija
|exp( ) ali ℯ<sup>x</sup>
|-
|Logaritem (naravni, z osnovo e)
|ln( ) ali log( )
|-
|Logaritem z osnovo 2
|ld( )
|-
|Logaritem z osnovo 10
|lg( )
|-
|Logaritem  ''x'' z osnovo ''b''
|log(b, x )
|-
|Kosinus
|cos( )
|-
|Sinus
|sin( )
|-
|Tangens
|tan( )
|-
|Sekans
|sec()
|-
|Kosecans
|cosec()
|-
|Kotangens
|cot()
|-
|Arc kosinus
|acos( ) ali arccos( )
|-
|Arc sinus
|asin( ) ali arcsin( )
|-
|Arc tangens (vrne rezultat med -π/2 in π/2)
|atan( ) or arctan( )
|-
|[http://en.wikipedia.org/wiki/Atan2 Arc tangent (returns answer between -π and π)]
|atan2(y, x)
|-
|Hyperbolic cosine
|cosh( )
|-
|Hyperbolic sine
|sinh( )
|-
|Hyperbolic tangent
|tanh( )
|-
|Hyperbolic secant
|sech( )
|-
|Hyperbolic cosecant
|cosech( )
|-
|Hyperbolic cotangent
|coth( )
|-
|Antihyperbolic cosine
|acosh( ) or arccosh( )
|-
|Antihyperbolic sine
|asinh( ) or arcsinh( )
|-
|Antihyperbolic tangent
|atanh( ) or arctanh( )
|-
|Greatest integer less than or equal
|floor( )
|-
|Least integer greater than or equal
|ceil( )
|-
|Round
|round( )
|-
|[http://mathworld.wolfram.com/BetaFunction.html Beta function] Β(a, b)
|beta(a, b)
|-
|[http://mathworld.wolfram.com/IncompleteBetaFunction.html Incomplete beta function] Β(x;a, b)
|beta(a, b, x)
|-
|[http://mathworld.wolfram.com/RegularizedBetaFunction.html Incomplete regularized beta function] I(x; a, b)
|betaRegularized(a, b, x)
|-
|[[w:Gamma function|Gamma function]]
|gamma( x)
|-
| (Lower) [http://mathworld.wolfram.com/IncompleteGammaFunction.html incomplete gamma function]  γ(a, x)
|gamma(a, x)
|-
|(Lower)  [http://mathworld.wolfram.com/RegularizedGammaFunction.html incomplete regularized gamma function]
|gammaRegularized(a, x)
|-
|[[w:Error_function|Gaussian Error Function]]
|erf(x)
|}


:{{example|1=<div><code><nowiki>Conjugate(17 + 3 * ί)</nowiki></code> gives ''-3 ί + 17'', the conjugated complex number of ''17 + 3 ί''.</div> See [[Complex Numbers]] for details.}}