Two circles with centers O and Q intersect at points E and F. AB and CD
are diameters of circles O and Q, respectively. AC cuts the circles Q and
O at G and H, respectively. BD cuts the circles Q and O at J and K. AK
cuts DG at L. BH cuts CJ at M. Prove that the points F, L, M, and E are
collinear.
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Geometry Problems
Ten problems: 1321-1330
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Open Problems
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Intersecting Circles
Circle
Diameter
Secant
Collinear Points
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Artwork of problem 1321
Sketch of problem 1321
Geometry Problems
Ten problems: 1321-1330
Geometric Art
Geometry for Kids
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