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GHS-Doermann-Unit Circle

Quiz yourself by thinking what should be in each of the black spaces below before clicking on it to display the answer.
        Help!  

Question
Answer
Sin 0   0  
🗑
Cos 0   1  
🗑
Tan 0   0  
🗑
Csc 0   und  
🗑
Sec 0   1  
🗑
Cot 0   und  
🗑
Sin π/6   1/2  
🗑
Cos π/6   √3/2  
🗑
Tan π/6   1/√3  
🗑
Csc π/6   2  
🗑
Sec π/6   2/√3  
🗑
Cot π/6   √3  
🗑
Sin π/4   1/√2  
🗑
Cos π/4   1/√2  
🗑
Tan π/4   1  
🗑
Csc π/4   √2  
🗑
Sec π/4   √2  
🗑
Cot π/4   1  
🗑
Sin π/3   √3/2  
🗑
Cos π/3   1/2  
🗑
Tan π/3   √3  
🗑
Csc π/3   2/√3  
🗑
Sec π/3   2  
🗑
Cot π/3   1/√3  
🗑
Sin π/2   0  
🗑
Cos π/2   1  
🗑
Tan π/2   und  
🗑
Csc π/2   und  
🗑
Sec π/2   1  
🗑
Cot π/2   0  
🗑
Sin 2π/3   √3/2  
🗑
Cos 2π/3   -1/2  
🗑
Tan 2π/3   -√3  
🗑
Csc 2π/3   2/√3  
🗑
Sec 2π/3   -2  
🗑
Cot 2π/3   -1/√3  
🗑
Sin 3π/4   1/√2  
🗑
Cos 3π/4   -1/√2  
🗑
Tan 3π/4   -1  
🗑
Csc 3π/4   √2  
🗑
Sec 3π/4   -√2  
🗑
Cot 3π/4   -1  
🗑
Sin 5π/6   1/2  
🗑
Cos 5π/6   -√3/2  
🗑
Tan 5π/6   -1/√3  
🗑
Csc 5π/6   2  
🗑
Sec 5π/6   -2/√3  
🗑
Cot 5π/6   -√3  
🗑
Sin π   0  
🗑
Cos π   -1  
🗑
Tan π   0  
🗑
Csc π   und  
🗑
Sec π   -1  
🗑
Cot π   und  
🗑
Sin 7π/6   -1/2  
🗑
Cos 7π/6   -√3/2  
🗑
Tan 7π/6   1/√3  
🗑
Csc 7π/6   -2  
🗑
Sec 7π/6   -2/√3  
🗑
Cot 7π/6   √3  
🗑
Sin 5π/4   -1/√2  
🗑
Cos 5π/4   -1/√2  
🗑
Tan 5π/4   1  
🗑
Csc 5π/4   -√2  
🗑
Sec 5π/4   -√2  
🗑
Cot 5π/4   1  
🗑
Sin 4π/3   -√3/2  
🗑
Cos 4π/3   -1/2  
🗑
Tan 4π/3   √3  
🗑
Csc 4π/3   -2/√3  
🗑
Sec 4π/3   -2  
🗑
Cot 4π/3   1/√3  
🗑
Sin 3π/2   0  
🗑
Cos 3π/2   -1  
🗑
Tan 3π/2   und  
🗑
Csc 3π/2   und  
🗑
Sec 3π/2   -1  
🗑
Cot 3π/2   0  
🗑
Sin 5π/3   -√3/2  
🗑
Cos 5π/3   1/2  
🗑
Tan 5π/3   -√3  
🗑
Csc 5π/3   -2/√3  
🗑
Sec 5π/3   2  
🗑
Cot 5π/3   -1/√3  
🗑
Sin 7π/4   -1/√2  
🗑
Cos 7π/4   1/√2  
🗑
Tan 7π/4   -1  
🗑
Csc 7π/4   -√2  
🗑
Sec 7π/4   √2  
🗑
Cot 7π/4   -1  
🗑
Sin 11π/6   -1/2  
🗑
Cos 11π/6   √3/2  
🗑
Tan 11π/6   -1/√3  
🗑
Csc 11π/6   -2  
🗑
Sec 11π/6   2/√3  
🗑
Cot 11π/6   -√3  
🗑
Sin 2π   0  
🗑
Cos 2π   1  
🗑
Tan 2π   0  
🗑
Csc 2π   und  
🗑
Sec 2π   1  
🗑
Cot 2π   und  
🗑
   
🗑


   

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Created by: Doermann
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