Modulo is like finding out how many cookies are left after sharing them equally among your friends! When we divide numbers, sometimes we have a remainder. The modulo operation gives us that remainder. It's like saying, "After sharing all the cookies we can, how many are left over?"
To find the modulo, we divide one number by another and see what's left over. It's like dividing cookies among friends and counting how many don't get shared because there aren't enough for everyone to get one more.
We write the modulo operation like this:
\[ a \bmod b = r \]
This means:
Let's use a cookie-sharing example:
Imagine you have 17 cookies and 5 friends.
17 ÷ 5 = 3 remainder 2
So, 17 mod 5 = 2
Let's show this with a picture:
In this picture, each brown square is a group of 5 cookies (one for each friend). We can make 3 complete groups. The 2 red squares at the bottom are the leftover cookies. These 2 cookies are the result of 17 mod 5!
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