Solve
$$2+\cot\theta = \csc\theta $$ where $$ 0 \leq \theta \lt 2\pi $$
The suggested answer is $2.21$ only (in rad, corr to $3$ sig. fig.)
My reasonable guess is there are at least two solutions. Any suggestion?
Solve
$$2+\cot\theta = \csc\theta $$ where $$ 0 \leq \theta \lt 2\pi $$
The suggested answer is $2.21$ only (in rad, corr to $3$ sig. fig.)
My reasonable guess is there are at least two solutions. Any suggestion?