(1) sinα=sinβ\sin\alpha = \sin\betasinα=sinβ が成り立つのは α=β±2nπ\alpha = \beta \pm 2n\piα=β±2nπ (2) cosα=cosβ\cos\alpha = \cos\betacosα=cosβ が成り立つのは α=±β+2nπ\alpha = \pm\beta + 2n\piα=±β+2nπ (3) tanα=tanβ\tan\alpha = \tan\betatanα=tanβ が成り立つのは α=β+nπ\alpha = \beta + n\piα=β+nπ