ACTIVITY[br]Answer the following based on the illustration.[br]1. Name the two tangents to the circle.[br]2. Name the angle formed by these two tangents.[br]3. Name the arcs intercepted by the angle formed by the two tangents.[br]4. Manipulate point C, then fill up the table below.[br][br][img]data:image/png;base64,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[/img][br][br][br]
https://www.youtube.com/watch?v=xU4FnYfTOic[br][br]https://www.youtube.com/watch?v=yWH6Wc9x_nw