Difference between revisions of "Variable"

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Further, <math>f(1,2)=(1)^{2}+3(2)=1+6=7</math>.  We change the variable and thus alter the value of the function.
 
Further, <math>f(1,2)=(1)^{2}+3(2)=1+6=7</math>.  We change the variable and thus alter the value of the function.
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Sometimes a function can have also a [[parameter]]. A parameter is similar to a variable, but is not written like a variable and is thus more similar to a [[constant]]. For example, if we a function: <math>f(x,y) = x^2 + ay</math>, then <math>a</math> is said to be a [[parameter]]. It does not change like the [[variables]] x and y, but it can nonetheless take different values. It is important to clearly distinguish the two concepts.
  
 
The [[set]] of all variables upon which a function acts is said to be the [[domain]].  The set of all values that a function can take due to its domain is called its [[range]].
 
The [[set]] of all variables upon which a function acts is said to be the [[domain]].  The set of all values that a function can take due to its domain is called its [[range]].
 
[[category:mathematics]]
 
[[category:mathematics]]

Revision as of 15:47, October 4, 2008

In mathematics, a variable is a value which usually is the subject or part of a function and must be subject to change while not affecting the structure behind the function in which it acts.

For example, if we have a function: , then are said to be the variables of the function, .

Further, . We change the variable and thus alter the value of the function.

Sometimes a function can have also a parameter. A parameter is similar to a variable, but is not written like a variable and is thus more similar to a constant. For example, if we a function: , then is said to be a parameter. It does not change like the variables x and y, but it can nonetheless take different values. It is important to clearly distinguish the two concepts.

The set of all variables upon which a function acts is said to be the domain. The set of all values that a function can take due to its domain is called its range.