A geometric composition of three adjoined, circle-squaring right triangles where hypotenuse is that circle's diameter. Long side of each right triangle has length equal to a side of that circle's square. "Three Pi" of "Three Pi Vise" refers to the three adjoined right triangles, defined by increments of Pi; "Vise" refers to the symbolic Pi Corral (re: "transcendental" Pi) of this composition.
Length of adjoined diameters (hypotenuse) = 2.0, sqrt(Pi), Pi/2, Pi(sqrt(Pi)/4)
Integrated by constant: 1.1283791670955125738961589031215..
= 2(sqrt(1/Pi)) = 2.0/sqrt(Pi) = sqrt(Pi)/(Pi/2) = (Pi/2)/(Pi(sqrt(Pi)/4))
Second range: 2.0/(Pi/2) = sqrt(Pi)/(Pi(sqrt(Pi)/4))
= 1.1283791670955125738961589031215..^2
Third range: 2.0/(Pi(sqrt(Pi)/4))
= 1.1283791670955125738961589031215..^3
The Pi-derived constants (line length ratios):
2/sqrt(Pi) = 1.1283791670955125738961589031215.. = sqrt(Pi)/(Pi/2)
sqrt(Pi)/sqrt(4-Pi) = 1.9130583802711007947403078280203.. "iPhi"
pi over three is 60 degrees.
pi
There are no "three" digits in the decimal representation of pi (π). The first few digits of pi are 3.14159..., but the only "three" digit is the initial "3."
pi = 3.142 rounded to three decimal places (the thousandths)
3*pi = 9.424777961 to nine decimal places.
There are three syllables in the word "pioneers" (pi-o-neers).
(pi) R2 x 34 = 81 pi R2
A vise tightens things.
Though pi lasts forever and cannot fully be written out, pi is commonly known for its first three numbers: 3.14 pi = about 22/7 pi = 3.1415926535897938.........and so on
Any three numbers can be added or multiplied together. For example, 2 + 3.3 + pi = 5.3 + pi = 8.4416 (approx) and 2 * 3.3 * pi = 6.6pi
Vice is the homophone for vise.
The Vise was created in 1954.