Questions and Answers
What is sin 0?
0
What is sin π/6?
1/2
What is sin π/4?
√2/2
What is sin π/3?
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What is sin π/2?
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What is sin 2π/3?
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What is sin 3π/4?
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What is sin 5π/6?
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What is sin π?
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What is sin 7π/6?
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What is sin 5π/4?
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What is sin 4π/3?
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What is sin 3π/2?
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What is sin 5π/3?
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What is sin 7π/4?
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What is sin 11π/6?
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What is sin 2π?
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What is cos 0?
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What is cos π/6?
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What is cos π/4?
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What is cos π/3?
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What is cos π/2?
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What is cos 2π/3?
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What is cos 3π/4?
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What is cos 5π/6?
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What is cos π?
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What is cos 7π/6?
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What is cos 5π/4?
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What is cos 4π/3?
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What is cos 3π/2?
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What is cos 5π/3?
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What is cos 7π/4?
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What is cos 11π/6?
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What is cos 2π?
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What is tan 0?
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What is tan π/6?
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What is tan π/4?
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What is tan π/3?
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What is tan π/2?
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What is tan 2π/3?
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What is tan 3π/4?
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What is tan 5π/6?
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What is tan π?
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What is tan 7π/6?
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What is tan 5π/4?
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What is tan 4π/3?
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What is tan 3π/2?
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What is tan 5π/3?
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What is tan 7π/4?
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What is tan 11π/6?
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What is tan 2π?
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Study Notes
Sin Function Values
- sin 0 = 0
- sin π/6 = 1/2
- sin π/4 = √2/2
- sin π/3 = √3/2
- sin π/2 = 1
- sin 2π/3 = √3/2
- sin 3π/4 = √2/2
- sin 5π/6 = 1/2
- sin π = 0
- sin 7π/6 = -1/2
- sin 5π/4 = -√2/2
- sin 4π/3 = -√3/2
- sin 3π/2 = -1
- sin 5π/3 = -√3/2
- sin 7π/4 = -√2/2
- sin 11π/6 = -1/2
- sin 2π = 0
Cos Function Values
- cos 0 = 1
- cos π/6 = √3/2
- cos π/4 = √2/2
- cos π/3 = 1/2
- cos π/2 = 0
- cos 2π/3 = -1/2
- cos 3π/4 = -√2/2
- cos 5π/6 = -√3/2
- cos π = -1
- cos 7π/6 = -√3/2
- cos 5π/4 = -√2/2
- cos 4π/3 = -1/2
- cos 3π/2 = 0
- cos 5π/3 = 1/2
- cos 7π/4 = √2/2
- cos 11π/6 = √3/2
- cos 2π = 1
Tan Function Values
- tan 0 = 0
- tan π/6 = √3/3
- tan π/4 = 1
- tan π/3 = √3
- tan π/2 = Undefined
- tan 2π/3 = -√3
- tan 3π/4 = -1
- tan 5π/6 = -√3/3
- tan π = 0
- tan 7π/6 = √3/3
- tan 5π/4 = 1
- tan 4π/3 = √3
- tan 3π/2 = Undefined
- tan 5π/3 = -√3
- tan 7π/4 = -1
- tan 11π/6 = -√3/3
- tan 2π = 0
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Description
Este quiz examina los valores de las funciones seno, coseno y tangente para diferentes ángulos. Utilizaremos radianes para identificar los valores de estas funciones en el círculo unitario. Ideal para estudiantes de matemáticas que deseen reforzar su comprensión de la trigonometría.
