* 120° = 2*π/3* α = arctg(3/4)* β = 2*π/3 - arctg(3/4) ~= 1.45 rad* cos(β) = cos(2*π/3 - arctg(3/4)) == sin(2*π/3)*sin(arctg(3/4)) + cos(2*π/3)*cos(arctg(3/4)) == (√3/2)*(3/5) + (- 1/2)*(4/5) == (3*√3 - 4)/10 ~= 0.1196
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