Back to proof.

## The Double Triangle Formation

The interesting double triangle formation. This triangle formation is found all over geometry. These triangles work for every angle. ### Unifying the Cosmic Identity, Pythagoras and Trigonometry.

Visualising the triangle formation using the cosmic identity.  Visualising the triangle formation using the cos function.  Visualising the triangle formation using the tan function. This triangle formation is found in the Vesica Piscis (a type of lens, a mathematical shape formed by the intersection of two disks). ### Maths

numbers   ## The Cosmic Identity

The Cosmic Identity What is most interesting is that we can link this identity to Pythagoras’s theorem. This means that for each number (x) we have a corresponding right angled triangle and each triangle has height (A) = 2, base (B) = x-1/x and hypotenuse (C) = x+1/x. The varients of the 'cosmic' identity. Is the cosmic equation a mathematical identity, depends on if zero is the reciprocal of infinity. ## The Visuals

There is only one angle that has this symmetry, and it must be pi. 