Mar 11, 2016 · If there is an equilateral triangle in a circle, would the midpoint of any of the 3 sides be half the radius? e.g if the radius was 6 and at the midpoint of the triangle (call it B) would center ...

May 20, 2020 · Intuitively, "an equation" cuts down the dimension by one, but to get a circle in space you have to lower the dimension by two. (A small piece of a circle looks like a line, so a circle is "one …

May 1, 2016 · If I know how long one side of a regular hexagon is, what's the formula to calculate the radius of a circle inscribed inside it? Illustration:

Aug 26, 2020 · This is the formula expressed with the radius, but it's pretty long. You can use the fact that the height of each triangle is the radius of the circle inscribed into the regular polygon, so the …

It should be noted that this equation of the circle is simply the Law of Cosines with appropriate variables.

Jun 11, 2014 · 5 I would like to calculate the arc length of a circle segment, i.e. I know the start coordinates (x/y) of the circle segment, the end coordinates (x/y) and the x and y distances from the …

Aug 20, 2015 · @AndrewD.Hwang I have ran across the exact same problem but in inversion under a sphere, instead of a circle. I've applied this formula for the radius to my program, in my case for the …

Jul 6, 2015 · I just watched this video, and I'm a bit perplexed. Problem: The radius of Circle A is 1/3 the radius of Circle B. Circle A rolls around Circle B one trip back to its starting point. How many t...

Sep 3, 2021 · I have to program a software to get radius of a circle with arc and chord Let's say arc = $9.27$ and chord = $8$, here is what I tried so far: from the arc formula, I know that: $$\pi r * \frac {\th...

This lead to Archimedes' Method of Exhaustion to prove the formula for a circle, or more explicitly, the area of a circle is equal to the area of a triangle having a height equal to the radius of the circle and …