Thread #16951570
File: Circle-withsegments.svg.png (60.8 KB)
60.8 KB PNG
What secrets do you know about circles?
32 RepliesView Thread
>>
>>
File: 1618294111606.gif (2.1 MB)
2.1 MB GIF
>>16951570
>>
File: 2025-12-30_15.30.25.jpg (63.4 KB)
63.4 KB JPG
>>16951570
Circular Geometry, along with Spherical, is a lost art, as Wildberger says. I found it had application in Cellular Cogntion. The cell "measures red" then "intuits yellow" for cell division.
>>
>>16951570
Circles and spheres are an intrinsic universal shape occuring naturally in the growth, formation any distribution of material and energy systems.
Directly based on laws for concentration of mass and conservation of energy.
>>
File: 2022-03-12_19.12.07.jpg (55 KB)
55 KB JPG
>>16951765
>Directly based on laws for concentration of mass and conservation of energy.
[snaps fingers and points]
Thats what I wanted to say but was too stoned to think of the words. Been so long since I worked at that scale/perspective. I liked its hyperbolic properties, trying to comensurate incumensurate.
>Sixtus the Fifth
6:5
>>
File: 2023-12-22_02.58.57.jpg (88.9 KB)
88.9 KB JPG
>>16951845
>6:5
So finding the "others", and more importantly, what they correlate to in people. This is Fundemental Phsyics, it exists both places equally, to the density it can*.
Either other planets, or sub-Atomic particles. Thats (my addition to) why Michael Levin says "Cotnition doesnt bottom out." Thats Bio (us, now) to "Source", whereas Physics was Big Bang to us here and now. Both perspectives to get "relatitivity" is orientation
>>
File: pepe god math wizard.png (528.1 KB)
528.1 KB PNG
>>16951570
You can not know both, the exact circumference and the exact diameter, of a circle.
>>
File: 2023-09-20_08.59.00.jpg (43.7 KB)
43.7 KB JPG
>>16951851
>So finding the "others",
Biology and Physics making the meta-same shape. Creates a 7-cell if I can remember. Been a while.
>>
>>
>>16951851
>Both perspectives to get "relatitivity" is orientation
>>16951853
>You can not know both, the exact circumference and the exact diameter, of a circle.
You kind or can mentally, but 1 becomes .999[...]. But after about a dozen digits the difference is miniscule, but perceivable. The whole reason its "infinite" is its like a prime number for the numeber 1. sqrt2 is the same.
Who said that quote?...I wanna have a talk with him in my office for a write up. If he's fussy...expulsion.
>>
>>16951855
>he synagogue of satan
Wanna know something about evil? It collectively works together, so being a 90% good boy and 10% bad, that bad goes directly to the bad side (nose-Jews, yes chosen...and if you partake, youre "bros", and if you persecute him youre "having your dealer arrested" like Judas (double crossed)).
Hey...how does your sisters or gf or whatever vote? Pro-sin? AND your sins?
>>
File: Screenshot_20260408-212159.jpg (257.3 KB)
257.3 KB JPG
Ayyy, theyre talkin' 'bout circles on my head TV fren.
>Magnetic fields...do the make a circular magnetic field or is it projective outward from center?
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>16952390
I wouldn't even poop on a cone. I'm talking about sitting on the couch next to God, passing him a point, and politely averting your eyes as he inflates it with energy. You can have all my cones, I don't need them anymore.
>>
>>
>>
File: Screenshot_20250729-103501.png (258.3 KB)
258.3 KB PNG
>>16951570
>>
>>
>>
>>16951570
1.) Length section along perimeter is R*theta
2.) Area slice is R^2*theta/2
3.) Secant-angle: If two secant lines contact the circle on at least 2 points and up to 4, the angle between the two secant lines is equal to the largest arc angle between the two secant lines minus the smaller arc, divided by 2, or (t_2 - t_1) / 2
4.) If 3 points are chosen on a circle, the angles between the triangle made by those 3 points are 1/2 the 3 arcs made by the 3 points on the circle (also means triangles add to 180 degrees)
5.) If 4 points are chosen, label counter clockwise as ABCD and the intersection of AC and DB as P; because of the secant formula, APC ~ BPD, etc, which implies
6.) Chord Intersection: AP*PC = BP*PD, and other similar triangle results
7.1) 2 opposite ends of the diameter, point A and C, plus 1 other point on the circle, D, make a right triangle, since diameter makes arc of 180.
7.2) Choose point B on the other half of the circle makes 2 right triangles with the same hypotenuse, or all quadrilaterals with 2 right angles can be inscribed in a circle.
7.3) Draw chord BD. ABD or CBD are arbitrary triangles, or all triangle can be inscribed in a circle with diameter AC. Draw a diagonal from B (or D) intersecting the center labeled as E; since the secant angles for angle t_BCD (or t_BAD = 180-t_BCD) are preserved, AC = BD / sin(t_BCD), and if you do for the other sides too, you get the law of sines for both triangles = AC = length/sin(angle) = circumdiameter
on *circles* and chord/secants, I think that's all I know from hs