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Prove that [tex] tan \pi /12 + tan \pi/6 + tan \pi/12 * tan \pi/6 = 1
How do you evaluate sine, cosine, tangent of -pi/6 without using a
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%0D%0A=(tan(pi%2F6)%2Btan(pi%2F4))%2F(1-tan(pi%2F6)*tan(pi%2F4))%0D%0A=(sqrt(3)%2F3%2B1)%2F(1-sqrt(3)%2F3*(1))%0D%0A=(3%2Bsqrt(3))%2F(3-sqrt(3)))
SOLUTION: Please help me solve this problem: What is the exact value of
Tan 0 Degree Value and Some other Trigonometric Ratio Values
trigonometry - Since $\tan(25\pi/2)$ is undefined, and $\cot x = \frac
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