Charles Link's latest activity

I took your suggestion, but no luck so far. I had more luck yesterday coming up with the video of post 18 with a search. I'll need to...

That's an interesting point about knowing numbers. In the movie, The Man Who Knew Infinity, on the life of Ramanujan, there's a scene...

@jedishrfu I am pleased with what I got so far on this one. It was my instincts that the integer combinations that would work for this...

Once you tire of these triplets, you can move onto the Euler brick and then the perfect Euler brick where no one has found a solution...

and I found a 4th one that works: 13,31, and 35 (correction =46 instead of 35) with ## x=r=31 ##. Like @jedishrfu said above,( post...

I've been trying to find others, but so far only 2,7, and 11 along with 1, 13, and 22 plus multiples thereof. The combinations that...

Historically, these are likely known triplets for this kind of problem similar to the pythagorean triplets.

You are welcome, Charles. Please, take a second look, right triangles are hidden in your diagram: See the Thales' theorem in the...

That's a great video description of the steps needed to solve the problem, and it eliminates the complex, difficult-to-reduce equations...

@Lnewqban I didn't know the name of it, but Thales' theorem was one of a couple of things I was trying to apply to simplify things. It...

See He has kind of a simple solution. Still no hidden symmetry, but he does have a good solution. His arithmetic is kind of simple...

@Lnewqban Very good graphics. Thank you. :) I'm still looking for a simpler solution to this one. Perhaps the combination of 2,7, and...

Using another point as center of the R = 11.0 largest blue circle:

I located the center of the R = 11.0 largest blue circle at the point I knew with certainty, which was the interception of the of the R...