Blue circle (ACDGB) with CEG || AB. Pink circle (EDG) intersects AB at I. Extend DI to intersect blue circle at J, then JC intersects AB at M. Show that IM = CE.
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Solution
CEIM is parallelogram, ∴IM=CE
Blue circle (ACDGB) with CEG || AB. Pink circle (EDG) intersects AB at I. Extend DI to intersect blue circle at J, then JC intersects AB at M. Show that IM = CE.
Scroll down for a solution to this problem.
CEIM is parallelogram, ∴IM=CE
One reply on “Hidden parallelogram”
I know.