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bcdiv

(PHP 4, PHP 5, PHP 7, PHP 8)

bcdivDivide two arbitrary precision numbers

Description

bcdiv(string $num1, string $num2, ?int $scale = null): string

Divides the num1 by the num2.

Parameters

num1

The dividend, as a string.

num2

The divisor, as a string.

scale

This optional parameter is used to set the number of digits after the decimal place in the result. If omitted, it will default to the scale set globally with the bcscale() function, or fallback to 0 if this has not been set.

Return Values

Returns the result of the division as a string.

Errors/Exceptions

This function throws a ValueError in the following cases:

  • num1 or num2 is not a well-formed BCMath numeric string
  • scale is outside the valid range

This function throws a DivisionByZeroError exception if num2 is 0.

Changelog

Version Description
8.0.0 scale is now nullable.
8.0.0 Dividing by 0 now throws a DivisionByZeroError exception instead of returning null.

Examples

Example #1 bcdiv() example

<?php

echo bcdiv('105', '6.55957', 3); // 16.007

?>

See Also

  • bcdivmod() - Get the quotient and modulus of an arbitrary precision number
  • bcmod() - Get modulus of an arbitrary precision number
  • bcmul() - Multiply two arbitrary precision numbers

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User Contributed Notes 1 note

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MM
16 years ago
Perhaps some one can find useful this function to compute the modular inverse of a integer (extended euclidean algorithm):

function invmod($a,$b) {
$n=$b;
$x=0; $lx=1; $y=1; $ly=0;
while ($b) {
$t=$b;
$q=bcdiv($a,$b,0);
$b=bcmod($a,$b);
$a=$t;
$t=$x; $x=bcsub($lx,bcmod(bcmul($q,$x),$n)); $lx=$t;
$t=$y; $y=bcsub($ly,bcmod(bcmul($q,$y),$n)); $ly=$t;
}
if (bccomp($lx,0) == -1)
$lx=bcadd($lx,$n);
return $lx;
}

// verify

$n="2447995268898324993537772139997802321";
$t="64941057316178801556773346239351236811";
$m="123456789";
$i=invmod($t,$n);
// (t*m)*inv(t) is m
echo bcmod(bcmul(bcmod(bcmul($t,$m),$n),$i),$n) == $m;
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