Regarding the operation of division with remainder (%) - it differs from the one accepted in mathematics, since it is looking for "refusal" and not "remainder" - a feature of the idiv implementation in 8086
Arithmetic Operators
Remember basic arithmetic from school? These work just like those.
| Example | Name | Result |
|---|---|---|
| +$a | Identity | Conversion of $a to int or float as appropriate. |
| -$a | Negation | Opposite of $a. |
| $a + $b | Addition | Sum of $a and $b. |
| $a - $b | Subtraction | Difference of $a and $b. |
| $a * $b | Multiplication | Product of $a and $b. |
| $a / $b | Division | Quotient of $a and $b. |
| $a % $b | Modulo | Remainder of $a divided by $b. |
| $a ** $b | Exponentiation | Result of raising $a to the $b'th power. |
The division operator ("/") returns a float value unless the two operands are integers (or strings that get converted to integers) and the numbers are evenly divisible, in which case an integer value will be returned. For integer division, see intdiv().
Operands of modulo are converted to integers (by stripping the decimal part) before processing. For floating-point modulo, see fmod().
The result of the modulo operator % has the same sign
as the dividend — that is, the result of $a % $b
will have the same sign as $a. For example:
<?php
echo (5 % 3)."\n"; // prints 2
echo (5 % -3)."\n"; // prints 2
echo (-5 % 3)."\n"; // prints -2
echo (-5 % -3)."\n"; // prints -2
?>
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r dot shipelov at tradesoft dot ru ¶
3 years ago
