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1) sin(3π/2) = - 1
cos(3π/2) = 0
tg(3π/2) = не определён
ctg(3π/2) = 0
2) sin(3π/4) = sin(π - π/4) = sin(π/4) = √2/2
cos(3π/4) = cos(π - π/4) = - cos(π/4) = - √2/2
tg(3π/4) = tg(π - π/4) = - tg(π/4) = - 1
ctg(3π/4) = ctg(π - π/4) = - ctg(π/4) = - 1
3) sin(5π/6) = sin(π - π/6) = sin(π/6) = 1/2 = 0,5
cos(5π/6) = cos(π - π/6) = - cos(π/6) = - √3/2
tg(5π/6) = tg(π - π/6) = - tg(π/6) = - √3/3
ctg(5π/6) = ctg(π - π/6) = - ctg(π/6) = - √3
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