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МаксимНаумов
@МаксимНаумов
August 2022
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Если sin α = -4/5 и α ∈(3/2π;2π),то величина sin α/2 равна ?
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nKrynka
Решение
sin α = -4/5 и α ∈(3/2π;2π)
sin²(α/2) = (1 - cosα)/2
cosα = √(1 - sin²α) = √(1 - (-4/5)²) = √9/25 = 3/5
sin²(α/2) = (1 - 3/5)/2
sin²(α/2) = (2/5) : 2
sin²(α/2) = 1/5
sin(α/2) = √(1/5); sin(α/2) = √5/5
sin(α/2) = - √(1/5);
sin(α/2) = -
√5/5
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МаксимНаумов
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Answers & Comments
sin α = -4/5 и α ∈(3/2π;2π)
sin²(α/2) = (1 - cosα)/2
cosα = √(1 - sin²α) = √(1 - (-4/5)²) = √9/25 = 3/5
sin²(α/2) = (1 - 3/5)/2
sin²(α/2) = (2/5) : 2
sin²(α/2) = 1/5
sin(α/2) = √(1/5); sin(α/2) = √5/5
sin(α/2) = - √(1/5); sin(α/2) = - √5/5