Ответ:
- sin 135° = sin(180° − 45°) = √2/2.
- cos 210° = cos(180° + 30°) = −√3/2.
- sin 300° = sin(360° − 60°) = −√3/2.
- sin 240° = sin(180° + 60°) = −√3/2.
- tg 315° = tg(360° − 45°) = −1.
- sin(−120°) = −sin 120° = −√3/2.
- cos(−150°) = cos 150° = −√3/2.
- cos(2π/3) = cos 120° = −1/2.
- tg(5π/6) = tg 150° = −1/√3 = −√3/3.
- sin(π/3) = √3/2.
- cos(3,5π) = cos(7π/2) = 0.
- tg(5π/4) = tg(π + π/4) = 1.
- cos(5π/3) = cos 300° = 1/2.
- sin(10π/3) = sin(4π/3) = −√3/2.
- cos(−960°) = cos 960° = cos 240° = −1/2.
- tg 750° = tg 30° = √3/3.
- ctg 1110° = ctg 30° = √3.
- sin(−13π/3) = sin(−π/3) = −√3/2.
- ctg(−13π/6) = ctg(−π/6) = −√3.
- cos(−29π/4) = cos(29π/4) = cos(5π/4) = −√2/2.
