sqrt: Difference between revisions

Latest revision as of 19:43, 3 September 2024

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: Posted on 18:05, 24 August 2014 (EST)
Benargee: Alternatively use "x^0.5" or "x^(1/2)".
_sq = 9^0.5; // result is 3 _sq = 9^(1/2); // result is 3
You can use this method to get any root. Cubed root = x^(1/3) or x^0.333[repeating]. Root 4 = x^(1/4) or x^0.25.

@@ Line 1: / Line 1: @@
 {{RV|type=command
-| ofp
+|game1= ofp
-|1.00
+|version1= 1.00
 |game2= ofpe
@@ Line 24: / Line 24: @@
 |gr1= Math
-| Returns square root of x.
+|descr= Returns square root of x.
-|s1=  '''sqrt''' x
+|s1= [[sqrt]] x
 |p1= x: [[Number]]
-|r1=[[Number]]
+|r1= [[Number]]
-|x1= <code>[[private]] _squareRoot = sqrt 9;  {{cc|returns 3}}</code>
+|x1= <sqf>private _squareRoot = sqrt 9;  // returns 3</sqf>
-|  [[Math Commands]] [[a_%5E_b|a ^ b]]
+|seealso= [[Math Commands]] [[a_%5E_b|a ^ b]]
 }}
@@ Line 43: / Line 43: @@
 <dt class="note">[[User:Benargee|Benargee]]</dt>
 <dd class="note">
-Alternatively use "x^0.5" or "x^(1/2)". <code>_sq = 9^0.5;  //Result is 3
+Alternatively use "x^0.5" or "x^(1/2)".
-_sq = 9^(1/2);  //Result is 3</code>
+<sqf>
+_sq = 9^0.5;	// result is 3
+_sq = 9^(1/2);	// result is 3
+</sqf>
 You can use this method to get any root.
 Cubed root = x^(1/3) or x^0.333[repeating].
 Root 4 = x^(1/4) or x^0.25.
+</dd>
 </dl>
-{{GameCategory|arma1|Scripting Commands}}
-{{GameCategory|arma2|Scripting Commands}}
-{{GameCategory|arma3|Scripting Commands}}
-{{GameCategory|tkoh|Scripting Commands}}