Skip to content

Geometrifying Trigonometry Theorem Permutation Of (Tan(Θ))^n has All output lines Parallel to Perpendicular for n= odd and Parallel to Base of Seed Triangle When n=even

Jump to bottom
Sanjoy Nath Founder Of Automated Synthetic Geometrifying Trigonometry(C) edited this page Feb 12, 2019 · 1 revision

Geometrifying Trigonometry Theorem Permutation Of (Tan(Θ))^n has All output lines Parallel to Perpendicular for n= odd and Parallel to Base of Seed Triangle When n=even

We have attached the pictures in CAD files and also in pdf here in the code sections where we can see that For every power of Tan(Θ) the Base is Aligned and Scaled to Fit Perpendicular . So Output line Rotates (in four different ways)

Powers of Tan(Θ) in Sanjoy Nath's Geometrifying Trigonometry(C)

Clone this wiki locally