Find the value of $sin(θ)$, $cos(θ)$, and $ an(θ)$ for $θ = fracπ3$ on the unit circle

When $θ = \fracπ3$, we can find the values of $\sin(θ)$, $\cos(θ)$, and $\tan(θ)$ from the unit circle:

$\sin(\fracπ3) = \frac{\sqrt3}2$

$\cos(\fracπ3) = \frac12$

$\tan(\fracπ3) = \frac{\sin(\fracπ3)}{\cos(\fracπ3)} = \sqrt3$

For $θ = fracπ3$:

$sin(fracπ3) = frac{sqrt3}2$

$cos(fracπ3) = frac12$

The tangent value:

$ an(fracπ3) = sqrt3$

At $θ = fracπ3$:

$sin(fracπ3) = frac{sqrt3}2$

$cos(fracπ3) = frac12$

$ an(fracπ3) = sqrt3$

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