$$\newcommand{\versin}{\operatorname{versin}}2\versin A+\cos ^2 A= 1+\versin ^2 A$$
I don't understand the word 'ver' in this equation. What does it mean?
$$\newcommand{\versin}{\operatorname{versin}}2\versin A+\cos ^2 A= 1+\versin ^2 A$$
I don't understand the word 'ver' in this equation. What does it mean?
Versine is $\displaystyle1 - \cos(\theta) $ or $ \displaystyle2\sin^2\left(\frac\theta2\right)$
'versin' is the Versine here, 'ver' by itself is nothing.
It is short for 'versed sine'. See here.