variable
In mathematics, a changing quantity (one that can take various values), as opposed to a constant. For example, in the algebraic expression y = 4x3 + 2, the variables are x and y, whereas 4 and 2 are constants.
A variable may be dependent or independent. Thus if y is a function of x, written y = f(x), such that y = 4x3 + 2, the domain of the function includes all values of the independent variable x while the range (or co-domain) of the function is defined by the values of the dependent variable y.
variable
In computing, a quantity that can take different values. Variables can be used to represent different items of data in the course of a program.
A computer programmer will choose a symbol to represent each variable used in a program. The computer will then automatically assign a memory location to store the current value of each variable, and use the chosen symbol to identify this location.
For example, the letter P might be chosen by a programmer to represent the price of an article. The computer would automatically reserve a memory location with the symbolic address P to store the price being currently processed.
Different programming languages place different restrictions on the choice of symbols used to represent variables. Some languages only allow a single letter followed, where required, by a single number. Other languages allow a much freer choice, allowing, for example, the use of the full word ‘price’ to represent the price of an article.
A global variable is one that can be accessed by any program instruction; a local variable is one that can only be accessed by the instructions within a particular subroutine.
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