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What is in the middle 48 and 63? Here are some tips for finding the midpoint of them

by sddfhj
01/09/2025
in I-ching
Reading Time: 2 mins read
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Today, I want to talk about something I’ve been messing around with: finding what’s smack-dab in the middle of 48 and 63. You know, like, if you had these two numbers on a line, what number would be chilling right in the center?

So, first off, I tried adding these two guys together. 48 plus 63 equals 111, right? Then, because I wanted that middle point, I figured I’d just chop that sum in half. Dividing 111 by 2, I got 55.5. Hmm, seemed a bit off since the midpoint between two whole numbers could be a decimal. However, I decided to dig deeper.

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Next, I remembered there’s this thing called the median. It’s basically the middle number when you’ve got a list all sorted out. But here I only had two numbers, so it felt a little overkill to think about sorting. Still, it got me thinking about whether 55.5 made sense in this context.

What is in the middle 48 and 63? Here are some tips for finding the midpoint of them

I also played around with the idea of coordinates, like the midpoint formula you use for points on a graph. That formula goes like this: you take the average of the x-coordinates and the average of the y-coordinates. But I only had these two numbers, 48 and 63, which are more like points on a number line than a graph. So, I simplified it to just averaging the two numbers which brought me back to the calculation I did first.

Then it hit me: the midpoint, or halfway point, is just the average of the two numbers. And the average is when you add them up and divide by how many there are. In this case, two. So, adding 48 and 63 gives us 111, and dividing that by 2 gives us 55.5. That’s the same thing I got at the start! It felt like running in a circle, but it confirmed my initial thought.

Here’s the thing: Even though I went through all these different ideas, I ended up right back where I started. But that’s okay! Sometimes, you gotta explore all the angles to really understand something. It’s like when you lose your keys and you search everywhere, only to find them in your pocket. Frustrating, maybe, but you learn something along the way.

  • I added 48 and 63 to get 111.
  • I divided 111 by 2 and got 55.5.
  • I thought about the median but realized it was too much for just two numbers.
  • I considered the midpoint formula for coordinates but simplified it to averaging.
  • I realized the midpoint is just the average of the two numbers.

So yeah, the number right in the middle of 48 and 63 is 55.5. And hey, even though it was a simple problem, it was a fun little journey getting there. Sometimes it’s not about the destination, but the crazy paths you take to get there, right?

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