Chords AB and CD of a circle intersect inside the circle at point E. If AE-3.8, EB-10, CE-1.9, Find ED.
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more data or picture required.
Pythagoras formula to be used with circle properties
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Step-by-step explanation:
AE=5.6
EB=10
CE=8
Now, As per as the question, chord intersect internally.
We know that if the chord intersects internally then the products of the segments of the chords are equals.
∴AE×EB=CE×DE
5.6×10=8×DE
DE=
8
56
DE=7
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