How do you use the half angle formulas to simplify the expression #-sqrt((1-cos8x)/(1+cos8x))#?
1 Answer
Jan 20, 2017
Explanation:
The expression is
#=-|tan (4x)|, using sqrt(a^2)=|a|, by convention.practice/definition.
graph{-sqrt((1-cos (8x))/(1+cos(8x)) [-0.8765, 0.8765, -0.438, 0.4385]}
graph{-|tan(4x)| [-0.8765, 0.8765, -0.438, 0.4385]}