Sine, Cosine, and Root

Geometry Level 1

If \[\sqrt{\sin 5\theta \cos 5\theta}=-\sqrt{\sin 5\theta}\sqrt{\cos 5\theta},\] what is the value of \[\sqrt{\tan^2 5\theta}+\sqrt{1-\sin^2 5\theta}-\frac{\sin 5\theta}{\cos 5\theta}-\lvert \cos 5\theta \rvert,\] where \(\sin 5\theta \cos \theta \neq 0?\)

×

Problem Loading...

Note Loading...

Set Loading...