Arithmetic Operators (ActionScript: The Definitive Guide)

5.3.1. Addition

The addition operator returns the sum of its two operands:

operand1 + operand2

In order to return a meaningful mathematical result, the operands of + should be expressions that yield a numeric value, such as:

234 + 5          // Returns 239
(2 * 3 * 4) + 5  // Returns 29

The addition operator is unique among the arithmetic operators in that if one or both of its operands are strings, it performs as a string concatenation. Refer to Section 4.6.1, "Joining Strings Together" in Chapter 4, "Primitive Datatypes".

5.3.2. Increment

A handy variation on addition, the increment operator accepts a single operand and simply adds 1 to its current value. Increment has two general forms, called prefix increment and postfix increment, as follows:

++operand    // Prefix increment
operand++    // Postfix increment

In both forms, increment adds 1 to a variable, array element, or object property, such as:

var x = 1;
x = x + 1;  // x is now 2 (the verbose syntax)
x++;        // Add 1: x is now 3
++x;        // Add 1: x is now 4

When used in isolation, there is no difference between postfix and prefix increment, although postfix increment is more common by convention.

However, when used in larger expressions, postfix and prefix increment have different behaviors: prefix increment adds 1 to operand and returns the value of operand + 1; postfix increment adds 1 to operand but returns the value of operand itself, not operand + 1:

var x = 1;
// Postfix increment: y is set to 1, then x is incremented to 2
var y = x++;

var x = 1;
// Prefix increment: x is incremented first, so y is set to 2
var y = ++x;

We'll revisit the increment operators in Chapter 8, "Loop Statements".

5.3.3. Subtraction

The subtraction operator subtracts the second operand from the first operand. It takes the general form:

operand1 - operand2

The operands may be any valid expression. If either operand is not of the number type and conversion to a real number fails, the operation yields NaN:

234 - 5  // Yields 229
5 - 234  // Yields -229

To determine the absolute (i.e., positive) difference between two numbers, see the Math.abs( ) method in Part III, "Language Reference".

5.3.4. Decrement

The decrement operator is analogous to the increment operator, but subtracts 1 from its operand's current value instead of adding 1. Like increment, decrement has two general forms, called prefix decrement and postfix decrement, as follows:

--operand  // Prefix decrement
operand--  // Postfix decrement

In both forms, it is used to subtract 1 from a variable, array element, or object property. Prefix decrement subtracts 1 from operand and returns the value of operand - 1; postfix decrement subtracts 1 from operand but returns the value of operand itself, not operand - 1. As with the increment operators, the form of decrement used matters only if the operand is part of a larger expression:

var x = 10;
var y;
x = x - 1;    // x is now 9
x--;          // x is now 8
--x;          // x is now 7
y = --x;      // y is now 6, x is now 6
y = x--;      // y is still 6, x is now 5

5.3.5. Multiplication

The multiplication operator multiplies two numeric operands and returns the result (i.e., the product). Multiplication takes the general form:

operand1 * operand2

The operands may be any valid expression. The * symbol used for multiplication is in lieu of the X ("times") symbol used in traditional mathematics. If either operand is not of the number type, and conversion to a real number fails, the operation yields NaN:

6 * 5  // Returns 30

5.3.6. Division

The division operator divides the first operand (the numerator) by the second operand (the divisor) and returns the result (the quotient). Division takes the general form:

operand1 / operand2

The operands must be valid numeric expressions. The / symbol used for division is in lieu of the ÷ symbol used in traditional mathematics. If either operand is not of the number type, and conversion to a real number fails, the operation yields NaN. If necessary to express a fractional result, the quotient is a floating-point number even if both operands are integers:

20 / 5  // Returns 4
5 / 4   // Returns 1.25; In other languages, the result may be 1, not 1.25

Note that some other languages, such as Director's Lingo language, return an integer unless at least one operand is a float.

If the divisor is zero, the result is Infinity. If there is any possibility of the divisor being zero, check its value before performing the division, such as:

if (numItems != 0) {
  trace ("Average is" + total / numItems);
else
  trace ("There are no items for which to calculate the average");
}

Note that in some languages, attempting to divide by zero causes an error.

5.3.7. Modulo Division

The modulo operator performs so-called modulo division. It returns the remainder (i.e., modulus) that results when the first operand is divided by the second. Modulo division takes the general form:

operand1 % operand2

For example 14 % 4 returns the value 2 because 4 divides evenly into 14 three times, with 2 being the remainder.

The operands of modulo may be any valid numeric expression, including integers and (unlike C and C++) floating-point numbers. For example, 5 % 4 is 1, and 5 % 4.5 is 0.5. If either operand is not of the number type, and conversion to a real number fails, the operation yields NaN.

If a number is even, the modulo will be zero when we divide the number by two. We can use the trick shown in Example 5-1 to test whether a number is even or odd.

Example 5-1. Using Modulo Division to Test for Even Numbers

var x = 3;
if (x%2 == 0) {
  trace("x is even");
} else {
  trace("x is odd");
}

5.3.8. Unary Negation

The unary negation operator takes only one operand. It switches the operand's sign (that is, positive becomes negative, negative becomes positive). Unary negation takes the general form:

-operand

The operand may be any valid expression. Here we test whether something's horizontal position is greater than the positive limit or less than the negative limit:

if (xPos > xBoundary || xPos < -xBoundary){
  // We've gone too far
}


5.2. The Assignment Operator		5.4. The Equality and Inequality Operators

5.3. Arithmetic Operators