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Nurzhan94
@Nurzhan94
November 2021
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Помогите решить одну задачу
[tex] \frac{3}{43\pi} (5arcctg(-1)+arcsin\frac{1}{2}+arctg(-\sqrt{3})) [/tex]
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zinaidazina
3/43π(5arccctg(-1) + arcsin ¹/₂ + arcctg(-√3)) =
= 3/43π(5· 3π/4 + π/6 + (- π/3)) =
= 3/43π · (15π/4 + π/6 - π/3) =
= 3/43π · (45π/12 + 2π/12 - 4π/12) =
= 3/43π · 43π/12 = 3/12 = 1/4 = 0,25
Смотрим таблицу ниже.
3 votes
Thanks 1
Nurzhan94
спасибо
zinaidazina
2pi/3 есть только у arccos.
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Answers & Comments
= 3/43π(5· 3π/4 + π/6 + (- π/3)) =
= 3/43π · (15π/4 + π/6 - π/3) =
= 3/43π · (45π/12 + 2π/12 - 4π/12) =
= 3/43π · 43π/12 = 3/12 = 1/4 = 0,25
Смотрим таблицу ниже.