(PHP 4, PHP 5, PHP 7, PHP 8)
ceil — 进一法取整
num要进一法取整的值
| 版本 | 说明 |
|---|---|
| 8.0.0 |
num 不再接受支持数字转换的内部对象。
|
示例 #1 ceil() 示例
<?php
echo ceil(4.3), PHP_EOL; // 5
echo ceil(9.999), PHP_EOL; // 10
echo ceil(-3.14), PHP_EOL; // -3
?>I needed this and couldn't find it so I thought someone else wouldn't have to look through a bunch of Google results-
<?php
// duplicates m$ excel's ceiling function
if( !function_exists('ceiling') )
{
function ceiling($number, $significance = 1)
{
return ( is_numeric($number) && is_numeric($significance) ) ? (ceil($number/$significance)*$significance) : false;
}
}
echo ceiling(0, 1000); // 0
echo ceiling(1, 1); // 1000
echo ceiling(1001, 1000); // 2000
echo ceiling(1.27, 0.05); // 1.30
?>Caution!
<?php
$value = 77.4;
echo ceil($value * 100) / 100; // 77.41 - WRONG!
echo ceil(round($value * 100)) / 100; // 77.4 - OK!Actual behaviour:
echo ceil(-0.1); //result "-0" but i expect "0"
Workaround:
echo ceil(-0.1)+0; //result "0"I couldn't find any functions to do what ceiling does while still leaving I specified number of decimal places, so I wrote a couple functions myself. round_up is like ceil but allows you to specify a number of decimal places. round_out does the same, but rounds away from zero.
<?php
// round_up:
// rounds up a float to a specified number of decimal places
// (basically acts like ceil() but allows for decimal places)
function round_up ($value, $places=0) {
if ($places < 0) { $places = 0; }
$mult = pow(10, $places);
return ceil($value * $mult) / $mult;
}
// round_out:
// rounds a float away from zero to a specified number of decimal places
function round_out ($value, $places=0) {
if ($places < 0) { $places = 0; }
$mult = pow(10, $places);
return ($value >= 0 ? ceil($value * $mult):floor($value * $mult)) / $mult;
}
echo round_up (56.77001, 2); // displays 56.78
echo round_up (-0.453001, 4); // displays -0.453
echo round_out (56.77001, 2); // displays 56.78
echo round_out (-0.453001, 4); // displays -0.4531
?>Please see http://www.php.net/manual/en/language.types.float.php for information regarding floating point precision issues.