A square and a circle are inscribed in a semicircle. A geometry puzzle.

This video is about finding the side length of a square inscribed in a semicircle along with a circle.
Tangent circles,Pythagorean Theorem,geometry,inscribed figures,Analytical Geometry,circles,semicircles,SyberMath,Geometry Puzzles,Inscribed Figures,challenging geometry problems,maths,mathematics,connections,analytical geometry,hypotenuse,challenging geometry puzzles,A sangaku problem.,a geometry puzzle,A Japanese temple problem,a sangaku.,a geometry challenge,A square and a circle are inscribed in a semicircle.,squares,distance,finding the side length of a square

[piyushdaga]

You deserve more recognition than any other you tuber

[PunmasterSTP]

I'm glad this information is inscribed somewhere on YouTube. I think it's sad that this video has under 1, 000 views (as of 7/21/21). We (the subscribers) need to talk this channel up and share links to the videos and playlists!

[prcampos]

Great puzzle and explanation. If r=0, x=1. How can this square be inscribed in a semicircle of R=1?

[muhammedhorasanli]

How do you generate such interesting geometric shapes?

[melihmelih]

nerede görsem tanırım bu ingilzceyi türk müsün ? xd?yani telaffuzlarda sıkıntı yok ama illaki belli ediyor