In a circle 2 chord AB and CD intersect at point E. Such that AE = 4 cm, EC = 3cm, DE = 5cm. So find EB.
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Here we have given two chords intersecting each other at a point.
In such situation
=> Product of segments of One line = Product of segments of other line
So,
=> AE•EB=CE•ED
=> 4•5=3•ED
=>20=3ED
=>ED=20/3cm
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