问题
I am learning to work with some math like PHP query and just got to the modulo, I am not quite sure in what situations to use this because of something i stumbled on and yes I did already read one of the posts here about the modulo : Understanding The Modulus Operator %
(This explanation is only for positive numbers since it depends on the language otherwise)
The quote above is in the top answer there. But if I focus on PHP only and i use the modulo like this:
$x = 8;
$y = 10;
$z = $x % $y;
echo $z; // this outputs 8 and I semi know why.
Calculation: (8/10) 0 //times does 10 fit in 8.
0 * 10 = 0 //So this is the number that has to be taken off of the 8
8 - 0 = 8 //<-- answer
Calculation 2: (3.2/2.4) 1 //times does this fit
1 * 2.4 = 2.4 //So this is the number that has to be taken off of the 3.2
3.2 - 2.4 = 0.8 // but returns 1?
So my question is why does this exactly happen. my guess would be that in the first phase it would get 8/10 = 0,8
but this doesn't happen. So can someone explain a bit about why this happens. I understand the modulo's basics like if I do 10 % 8 = 2
and I semi understand why it doesn't return something like this: 8 % 10 = -2
.
Also, is there a way to modify how the modulo works? so it would return a -
value or a decimal value in the calculation? or would I need to use something else for this
Little shortened: why does this happen when I get a negative number in return and is there some other way or operator that can actually do the same and get in the negative numbers.
回答1:
Modulus (%) only works for integers, so your calculation at the bottom of your example is correct...
8/10 = 0 ( integer only ), remainder = 8-(0*10) = 8.
If you instead had -ve 12 - -12%10
...
-12/10 = -1 (again integer only), remainder = -12 - (10*-1) = -2
For floats - you can use fmod(http://php.net/manual/en/function.fmod.php)
<?php
$x = 5.7;
$y = 1.3;
$r = fmod($x, $y);
// $r equals 0.5, because 4 * 1.3 + 0.5 = 5.7
(Example from manual)
来源:https://stackoverflow.com/questions/48662225/understanding-something-more-about-the-modulus-operator