I saw an equation on my book which replaced $\tan (B/2)$ with $\sqrt{ s(s - b) /(s - a) (s - c) }$
How are they related?
I saw an equation on my book which replaced $\tan (B/2)$ with $\sqrt{ s(s - b) /(s - a) (s - c) }$
How are they related?
Copyright © 2021 JogjaFile Inc.
May be you meant this:
$$ {\displaystyle \displaystyle \tan \left({\frac {B}{2}}\right)={\sin({\frac {B}{2}}) \over \cos({\frac {B}{2}})}={\sqrt {{(s-c)(s-a)} \over {s(s-b)}}}} $$
A trig ratio cannot equal area of the triangle! Please see the book carefully.