In PHP, rounding is a common mathematical operation. But sometimes we need to round the dividend, which requires using a function in PHP: round().
The round() function is a very practical function in the PHP number formatting library, which can round floating point numbers to a specified number of decimal places. However, since PHP's division operation may suffer from infinite decimals or loss of precision, rounding of the divisor is also necessary. Next, we will explain in detail how to use PHP's round() function to divide and round.
First of all, we need to understand the usage of PHP's round() function.
Syntax:
round(float $number, int $precision = 0, int $mode = PHP_ROUND_HALF_UP): float
Parameters:
$mode: Optional, rounding mode. Optional values are as follows:
Return value:
Return The rounded value.
Now, let us understand how to round a divisor using the round() function through an example.
Example 1: The divisor is not an integer
$numerator = 10; $denominator = 3; $result = round($numerator / $denominator); echo $result; // 输出 3
In this example, we calculated the result of dividing 10 by 3 and got 3.3333 as an infinite decimal. We round it using the round() function and get the integer 3.
Example 2: The divisor is an integer
$numerator = 10; $denominator = 2; $result = round($numerator / $denominator); echo $result; // 输出 5
In this example, we calculated the result of dividing 10 by 2 and got the integer 5. Since the divisor itself is an integer, we don't need to round it.
Example 3: The divisor is 0
$numerator = 10; $denominator = 0; $result = round($numerator / $denominator); echo $result; // 输出 INF
In this example, we are trying to calculate the result of dividing 10 by 0. Since dividing by 0 is an illegal operation, we get the special value INF.
Summary:
In PHP, division operations sometimes lead to infinite decimals or loss of precision, so it is necessary to round the divisor. We can use the round() function to round the divisor to get accurate results. When applying the round() function, you need to pay attention to the value and range of the parameters to avoid calculation errors.
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