от Nathi123 » 28 Дек 2016, 19:45
Нека A = [tex]\frac{sin3\alpha}{sin\alpha} - \frac{cos3\alpha}{cos\alpha} = \frac{sin3\alpha.cos\alpha - sin\alpha.cos3\alpha}{sin\alpha cos\alpha} =\frac{sin(3\alpha-\alpha)}{sin\alpha cos\alpha} = \frac{sin2\alpha}{sin\alpha cos\alpha}=\frac{2sin\alpha cos\alpha}{sin\alpha cos\alpha}=2[/tex].