You know, sometimes a simple math problem can feel like a little puzzle, can't it? Today, we're going to gently untangle the question: what is 104 divided by 12?
Now, if you've ever done division, you know that not all numbers divide perfectly. Sometimes you get a nice, clean whole number, and other times, there's a little something left over – a remainder. That's exactly what happens here.
When we take 104 and divide it by 12, we're essentially asking, 'How many times does 12 fit into 104?' If we try multiplying 12 by different whole numbers, we find that:
- 12 multiplied by 8 equals 96.
- 12 multiplied by 9 equals 108.
So, 12 fits into 104 a full 8 times, but it doesn't quite reach 108. This means we have a remainder.
To figure out that remainder, we take the 104 and subtract the largest multiple of 12 that's less than it, which is 96. So, 104 minus 96 gives us 8.
Therefore, 104 divided by 12 is 8 with a remainder of 8. You could also express this as a decimal. If you were to continue the division, you'd find that 104 divided by 12 is approximately 8.666... (where the 6 repeats infinitely).
It's interesting how these numbers work, isn't it? Even a straightforward division problem can reveal a bit about how numbers relate to each other, leaving us with a clear quotient and a remainder to consider. It’s a small reminder that not everything in life, or in math, always divides up perfectly, and that's perfectly okay!
