Вот решение на пару заданий
Cosπ/7*cos4π/7*(-cos2π/7)=(-sinπ/7*cosπ/7*cos2π/7*cos4π/7)/sinπ/7=
=(-sin2π/7*cosπ/7*cos2π/7*cos4π/7)/2sinπ/7=(-sin4π/7*cos4π/7)/4sinπ/7=
=(-sin8π/7)/8sinπ/7=(-sinπ/7)/8sinπ/7=-1/8
Решение
<span>х⁴-4х²-5=0
x</span>² = t > 0
t² - 4t - 5 = 0
t₁ = - 1 не удовлетворяет условию t > 0
t₂ = 5
x² = 5
x₁ = - √5
x₂ = √5
8+х = 7+5; 8+х = 12; х = 12-8; х=4.