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In this tutorial, we learn how to locate the center point of a circle. First, we select three random points on the circle, labeled A, B, and C. Next, we create two chords by joining points A to C and A to B. We then find the perpendicular bisector for both chords. To do this, we set a compass at point A with a radius slightly longer than half of the chord length and draw arcs above and below it. We repeat this process at point B to create intersecting arcs. After that, we draw the perpendicular bisector through these intersections. The same method is applied to chord AC to find additional intersections, leading us closer to identifying the center of the circle.