а) sin151° cos164° +cos151° sin164° = sin(151° + 164°) = sin 315° = -√2/2
б) cos(2π/3) · cos(π/2) + sin(2π/3) · sin(π/2) = сos((2π/3)-(π/2)) = cos (π/6) = √3/2
а) sin151° cos164° +cos151° sin164° = sin(151° + 164°) = sin 315° = -√2/2
б) cos(2π/3) · cos(π/2) + sin(2π/3) · sin(π/2) = сos((2π/3)-(π/2)) = cos (π/6) = √3/2