1-center problem

Okay kiddo, so imagine you have a big circle, like the sun. Then imagine you have a bunch of little circles on the outer edge of the big circle. Now, if I asked you to draw a smaller circle that fits perfectly inside the big circle, where would you draw it?

The 1-center problem is all about finding the best spot to put that smaller circle, so it fits perfectly inside the big circle and is as big as possible. This problem is important in math and computer science, because it can help us figure out how to optimize things like packing objects into a space efficiently.

To find the best spot for the smaller circle, we have to look at all the little circles on the outer edge of the big circle and measure their distances from different points on the big circle. We want to find the point where the distances from that point to all the little circles are the same. That's where we can put the smaller circle so it fits perfectly.

So basically, the 1-center problem is all about finding the perfect spot for a smaller circle to fit inside a larger circle. It can help us solve optimization problems and is important in math and computer science.