Questions and Answers
Qual es le valore de sin0?
Qual es le valore de cos0?
Qual es le valore de tan0?
Qual es le valore de sin(𝜋/6)?
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Qual es le valore de cos(𝜋/6)?
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Qual es le valore de tan(𝜋/6)?
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Qual es le valore de sin(𝜋/4)?
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Qual es le valore de cos(𝜋/4)?
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Qual es le valore de tan(𝜋/4)?
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Qual es le valore de sin(𝜋/3)?
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Qual es le valore de cos(𝜋/3)?
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Qual es le valore de tan(𝜋/3)?
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Qual es le valore de sin(𝜋/2)?
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Qual es le valore de cos(𝜋/2)?
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Qual es le valore de tan(𝜋/2)?
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Qual es le valore de sin(2𝜋/3)?
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Qual es le valore de cos(2𝜋/3)?
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Qual es le valore de tan(2𝜋/3)?
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Qual es le valore de sin(3𝜋/4)?
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Qual es le valore de cos(3𝜋/4)?
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Qual es le valore de tan(3𝜋/4)?
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Qual es le valore de sin(5𝜋/6)?
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Qual es le valore de cos(5𝜋/6)?
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Qual es le valore de tan(5𝜋/6)?
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Qual es le valore de sin(𝜋)?
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Qual es le valore de cos(𝜋)?
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Qual es le valore de tan(𝜋)?
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Qual es le valore de sin(7𝜋/6)?
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Qual es le valore de cos(7𝜋/6)?
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Qual es le valore de tan(7𝜋/6)?
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Qual es le valore de sin(5𝜋/4)?
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Qual es le valore de cos(5𝜋/4)?
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Qual es le valore de tan(5𝜋/4)?
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Qual es le valore de sin(4𝜋/3)?
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Qual es le valore de cos(4𝜋/3)?
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Qual es le valore de tan(4𝜋/3)?
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Qual es le valore de sin(3𝜋/2)?
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Qual es le valore de cos(3𝜋/2)?
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Qual es le valore de tan(3𝜋/2)?
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Qual es le valore de sin(5𝜋/3)?
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Qual es le valore de cos(5𝜋/3)?
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Qual es le valore de tan(5𝜋/3)?
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Qual es le valore de sin(7𝜋/4)?
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Qual es le valore de cos(7𝜋/4)?
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Qual es le valore de tan(7𝜋/4)?
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Qual es le valore de sin(11𝜋/6)?
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Qual es le valore de cos(11𝜋/6)?
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Qual es le valore de tan(11𝜋/6)?
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Qual es le valore de sin(2𝜋)?
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Qual es le valore de cos(2𝜋)?
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Qual es le valore de tan(2𝜋)?
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Study Notes
Funtiones Trigonometric
- sin(0) = 0
- cos(0) = 1
- tan(0) = 0
Anguli Special
- sin(𝜋/6) = 1/2
- cos(𝜋/6) = √3/2
- tan(𝜋/6) = √3/3
- sin(𝜋/4) = √2/2
- cos(𝜋/4) = √2/2
- tan(𝜋/4) = 1
- sin(𝜋/3) = √3/2
- cos(𝜋/3) = 1/2
- tan(𝜋/3) = √3
- sin(𝜋/2) = 1
- cos(𝜋/2) = 0
- tan(𝜋/2) = indefinit
Anguli in Quadrantes II e III
- sin(2𝜋/3) = √3/2
- cos(2𝜋/3) = -1/2
- tan(2𝜋/3) = -√3
- sin(3𝜋/4) = √2/2
- cos(3𝜋/4) = -√2/2
- tan(3𝜋/4) = -1
- sin(5𝜋/6) = 1/2
- cos(5𝜋/6) = -√3/2
- tan(5𝜋/6) = -√3/3
Anguli a 𝜋
- sin(𝜋) = 0
- cos(𝜋) = -1
- tan(𝜋) = 0
- sin(7𝜋/6) = -1/2
- cos(7𝜋/6) = -√3/2
- tan(7𝜋/6) = √3
Anguli a Quadrante IV
- sin(5𝜋/4) = -√2/2
- cos(5𝜋/4) = -√2/2
- tan(5𝜋/4) = 1
- sin(4𝜋/3) = -√3/2
- cos(4𝜋/3) = -1/2
- tan(4𝜋/3) = √3
- sin(3𝜋/2) = -1
- cos(3𝜋/2) = 0
- tan(3𝜋/2) = indefinit
Anguli Final
- sin(5𝜋/3) = -√3/2
- cos(5𝜋/3) = 1/2
- tan(5𝜋/3) = -√3
- sin(7𝜋/4) = -√2/2
- cos(7𝜋/4) = √2/2
- tan(7𝜋/4) = -1
- sin(11𝜋/6) = -1/2
- cos(11𝜋/6) = √3/2
- tan(11𝜋/6) = -√3/3
- sin(2𝜋) = 0
- cos(2𝜋) = 1
- tan(2𝜋) = 0
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Description
Este quiz examina le valores de functiones trigonomic pro angles in le quadrantes. Utilisa flashcards pro memorar valores esencial como sin, cos, e tan pro diversos angles. Es utile pro studentessa de math o qui studia trigonometria.
