Finding Exact Value of d tan (π/12)

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The discussion focuses on finding the exact value of d tan(π/12) using compound angle formulas. Participants are encouraged to clarify what "d" refers to and to specify the compound angle formulas being used. Key hints provided include the sine identity involving π/6 and the definition of tan(π/12) in terms of sine and cosine. The conversation emphasizes the need for precise mathematical expressions and calculations. Overall, the goal is to derive the exact value through these mathematical principles.
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Use the compound angle formulas and appropriate angles to find the exact value of each
of the following:
D. d tan (pi/12)

thank you
 
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rachael said:
Use the compound angle formulas and appropriate angles to find the exact value of each
of the following:
D. d tan (pi/12)

thank you

Alright, what have you done? In particular what are the "compound angle formulas" and what is "d"?
 
Hints:

1.\sin \frac{\pi}{6} = 2\sin \frac{\pi}{12} \cos \frac{\pi}{12}

2.\tan \frac{\pi}{12}=\frac{\sin\frac{\pi}{12}}{\cos\frac{\pi}{12}}

Daniel.
 

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