The following is the source code for post >>>/math/374
\[sinx = \frac{a}{c}\]
\[cosx = \frac{b}{c}\]
\[tgx = \frac{a}{b}\] (probabyl)
\[sin^2x = 1 - cos^2x\]
\[tgx = \frac{sinx}{cosx}\]
That are the most important "axioms" for me though. They helped me to get equation for coordinates of a sphere cut.