Ответы
Ответ дал:
0
Sin3π/7Cosπ/14 + Cos3π/7Sinπ/14 = Sin(3π/7 + π/14) = Sinπ/2 = 1
Sin3π/8Sinπ/8 - Cos3π/8Cosπ/8 = - (Cos3π/8Cosπ/8 - Sin3π/8Sinπ/8) =
= - Cos(3π/8 + π/8) = - Cosπ/2 = 0
Sin3π/8Sinπ/8 - Cos3π/8Cosπ/8 = - (Cos3π/8Cosπ/8 - Sin3π/8Sinπ/8) =
= - Cos(3π/8 + π/8) = - Cosπ/2 = 0
Вас заинтересует
2 года назад
3 года назад
9 лет назад
9 лет назад
10 лет назад