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MikeJMcFarlane
Rookie
Joined: Thu Sep 13, 2012 9:43 am Posts: 47
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 Modulus or Mike bug?
If I do -10 mod(%) 3 in Python, excel, google calc etc I get result 2.
If i do -10 mod(%) 3 in RobotC I get -1.
I have obviously missed something somewhere as I would expect 1! I am clearly wrong, but why different results in RobotC?
Why?
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| Mon Sep 24, 2012 6:41 am |
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magicode
Moderator
Joined: Tue Sep 14, 2010 9:19 pm Posts: 495
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 Re: Modulus or Mike bug?
This is a fun one. Lets start with what the modulo operator does: Lets say you do 10 % 3. It finds the largest multiple of 3 that is less than 10, which is 9. Think of it like this: 10 / 3 = 3.333, so if you round down, the answer is 3, and 3 * 3 = 9. Then it gives you the difference between 10 and 9, which is (10 - 9) = 1. Now when you do (-10) % 3, (-10) / 3 = -3.333. When you round down, that equals -4. 3 * -4 = -12. The difference is (-10 - (-12)) = 2. Now some compilers will round toward zero, not down, which is what you might expect. So, in that case, when you do (-10) % 3, (-10) / 3 = -3.333, rounded toward zero = -3, 3 * -3 = -9, and (-10 - (-9)) = -1. Does that answer your question?
_________________ sudo rm -rf /
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| Mon Sep 24, 2012 10:25 am |
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MikeJMcFarlane
Rookie
Joined: Thu Sep 13, 2012 9:43 am Posts: 47
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 Re: Modulus or Mike bug?
 |  |  |  | magicode wrote: This is a fun one. Lets start with what the modulo operator does: Lets say you do 10 % 3. It finds the largest multiple of 3 that is less than 10, which is 9. Think of it like this: 10 / 3 = 3.333, so if you round down, the answer is 3, and 3 * 3 = 9. Then it gives you the difference between 10 and 9, which is (10 - 9) = 1. Now when you do (-10) % 3, (-10) / 3 = -3.333. When you round down, that equals -4. 3 * -4 = -12. The difference is (-10 - (-12)) = 2. Now some compilers will round toward zero, not down, which is what you might expect. So, in that case, when you do (-10) % 3, (-10) / 3 = -3.333, rounded toward zero = -3, 3 * -3 = -9, and (-10 - (-9)) = -1. Does that answer your question? |  |  |  |  |
Yes thanks, it's not a bug, it's a feature! I assumed this was a standard mathematical operation that would be the same in every compiler. You know what they say about assumption? Useful to know, thanks for the detailed explanation.
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| Mon Sep 24, 2012 11:32 am |
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magicode
Moderator
Joined: Tue Sep 14, 2010 9:19 pm Posts: 495
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 Re: Modulus or Mike bug?
Yep, some compilers may not play nice with your code. P.S: It took me quite a while to see that was a reference to my signature.
_________________ sudo rm -rf /
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| Mon Sep 24, 2012 1:21 pm |
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