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As we established in Step 1, 11π/5 radians falls in the fourth quadrant. This is because it is greater than 2π (or 10π/5), meaning it completes a full rotation and then some, ending up in the fourth quadrant. In the fourth quadrant, the angle is between 3π/2 (or 15π/10) and 2π. Understanding the quadrant is critical because it tells us which formula to use to calculate the reference angle. If the angle was in a different quadrant, the calculation would be different. This quadrant information gives us context and sets the stage for accurate calculations. This step is about pinpointing the angle's location, which is fundamental to finding the reference angle correctly.
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