Question

Trigonometric equation.....

general solution for

$\cos^{2} \alpha = \cos^{2} \beta \\ \\ \sin^{2} \alpha = \sin^{2} \beta \\ \\ \tan^{2} \alpha = \tan^{2} \beta$

Answer 1

The general solution for
Trigonometric equation.....

$\cos^{2} \alpha = \cos^{2} \beta \\ \\ \\ \alpha = n\pi +- \beta \\ \sin^{2} \alpha = \sin^{2} \beta \\ \\ \alpha = n\pi +- \beta \\ \\ \tan^{2} \alpha = \tan^{2} \beta \\ \\ \alpha = n\pi +- \beta$