Math: Difference between revisions

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>Legend26
No Mod operator discussed? wut?
>NXTBoy
Redirecting to Arithmetic Operators
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==Arithmetic Operators==
#REDIRECT [[Arithmetic Operators]]
Roblox [http://www.lua.org/pil/index.html Lua] can do mathematical calculations, much like any calculator.  In Lua, there is:
 
* + Addition (e.g., 2 + 3 = 5)
* - Subtraction (e.g., 5 - 2 = 3)
* * Multiplication (e.g., 5 * 2 = 10)
* / Division (e.g., 8 / 2 = 4)
* - Unary Negation (e.g., -(20) = -20)
* ^ Exponentiation (e.g., 5 ^ 5 = 3125)
* % Modulus (Returns the remainder between two numbers e.g. 11 % 3 = 2)
 
 
{{Example|<pre>
print(2 + 3) --> 5
print(5 - 2) --> 3
print(5 * 2) --> 10
print(8 / 2) --> 4
print(-(20)) --> -20
print(23 % 4) --> 3
</pre>}}
 
''See Also: [[Operator#Mathematic|Mathematic Operators]]''
 
===Parentheses===
Parentheses can be used in Lua much as they are used in algebra.  If you want something calculated first, put that in parentheses.
 
{{Example|<pre>
print((10 / 20) / 5) -- is equal to .5 / 5, which is .1
print(10 / (20 / 5)) -- is equal to 10 / 4, which is 2.5
</pre>}}
 
Following the associative properties of multiplication and addition, it does not matter how you organize the parentheses in certain instances:
 
{{Example|<pre>
print((10 + 20) + 5) -- is equal to 30 + 5, which is 35
print(10 + (20 + 5)) -- is equal to 10 + 25, which is 35
 
print((10 * 20) * 5) -- is equal to 200 * 5, which is 1000
print(10 * (20 * 5)) -- is equal to 10 * 100, which is 1000
</pre>}}
 
===Precedence===
Lua follows the same order of operations as defined by the rules of mathematics.  The mnemonic ''PEMDAS'' (parentheses, exponents, multiplication, division, addition, and subtraction) apply to Lua.  The following goes from lower, to higher priority.
 
      +    -
      *    /    %
      - (unary)
      ^
''See Also: [http://www.lua.org/manual/5.1/manual.html#2.5.6 Complete Precedence Table]''
 
===See Also===
[http://www.lua.org/pil/3.1.html Arithmetic Operators]
 
[[Category:Scripting Tutorials]]

Revision as of 06:36, 2 September 2011