Evaluate the six trigonometric functions for the given real number

The video tutorial explains how to evaluate trigonometric functions at the point 3π/2 using the unit circle. It covers the identification of coordinate points and the evaluation of sine, cosine, and tangent functions. The tutorial also addresses reciprocal functions like cosecant and cotangent, highlighting cases where values are undefined.

What is the significance of the angle 3π/2 in the unit circle?

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How do you determine the coordinates of the point corresponding to 3π/2?

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Explain how to evaluate the sine function for the angle 3π/2.

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What does the cosine function represent in relation to the unit circle?

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Why is the tangent function undefined at the angle 3π/2?

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