Hi! Could it be possible for you to help me with the following problems. 1. Inscribe three semi circles in an equilateral triangle such that each semi circle touches two sides of the triangle and two other semi circles? 2. Inscribe four semi circles in an square such that each semi circle touches two sides of the square and two other semi circles? 3. Inscribe five semi circles in an pentagon such that each semi circle touches two sides of the pentagon and two other semi circles? and so on... A general solution on how to draw semi circles that touch two sides of a polygon and each other 4. Can we draw three equal circles that touch each other in an isosceles triangle? Thank you, Art Force
Very good ..thank u👍
Your presentation and everything keeps getting better!!
Though I'd still like to see informal proofs.
Hey. Quick question. Are there any books/references for this stuff?
Try "a journey through the genious", W. Dunham
See Euclid's "The Elements", II, 14.
Thank you very much.
Well understood
Exelent class tku so much
Thank you
Hi!
Could it be possible for you to help me with the following problems.
1. Inscribe three semi circles in an equilateral triangle such that each semi circle touches two sides of the triangle and two other semi circles?
2. Inscribe four semi circles in an square such that each semi circle touches two sides of the square and two other semi circles?
3. Inscribe five semi circles in an pentagon such that each semi circle touches two sides of the pentagon and two other semi circles? and so on...
A general solution on how to draw semi circles that touch two sides of a polygon and each other
4. Can we draw three equal circles that touch each other in an isosceles triangle?
Thank you,
Art Force
Thanks but please talk while teaching thanks again 😊🙌🙏
Draw a rectangle area of circle questions solve in video
ZAJEBISTY TUTORIAL ODMIENIŁ MOJE ŻYCIE JAPIERDOLE
good jobs bro except the ads, which isn't your fault
Please sir drow, to circumscribel circle are equal to no of sides of polygon and outside to hexagon
There was no way i was gonna get this lol
but.. where is the PROOF that the areas are equal?
You can find the proof in this theorem
th-cam.com/video/1NS9vEJyQ1M/w-d-xo.html
Explain deeper
Iit patna se kon hai yaha 😂
Main hoon 😂😂😂