Question: Imagine a unit circle in which a point is rotated A radians counterclockwise about the origin from the positive x-axis. Copy this table and record

Imagine a unit circle in which a point is rotated A radians counterclockwise about the origin from the positive x-axis. Copy this table and record the x-coordinate and y-coordinate for each angle. Then use the definition of tangent to find the slope of the segment that connects the origin to each point.
Imagine a unit circle in which a point is rotated

x-coordinate y-coordinate Slope or tan A

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