[color=#000000]Interact with the applet below for a few minutes. Then answer the question that follows. [br][/color][color=#000000]It is assumed that you know how to describe each of the 9 black points in the applet below. [br][/color][color=#980000]Point C is the circumcenter of the triangle.[/color][color=#ff7700]Point O is the orthocenter of the triangle. [/color][color=#000000][br][br]If you do not remember how to describe any one (or more) of the 9 black points, it may help to [br][/color][color=#000000]refer to the 9-Point Circle (Part 1) worksheet, which can be found [url=https://tube.geogebra.org/m/pxc84bGg]here[/url].[br][/color]

[color=#000000][b]Question:[/b][br][br]How does the radius of the triangle's [/color][color=#980000]circumcircle[/color][color=#000000] compare with the radius of its [/color][color=#38761d]9-point circle[/color][color=#000000]? [/color]