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Find the circumcenter of (triangle) EFG with E(2, 6), F(2, 4), and G(6, 4).
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(4,5)
The circumcentre is the intersection of two or all of the perpendicular bisectors of the sides of a triangle. Since this is a right triangle along the x-y axes, the circumcentre is just the average of the coordinates. Between (2,6) and (2,4), it is y=5. Between (2,4) and 6,4), it is x=4 So the circumcentre is at (4,5)
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