Question

19. In figure 3.97, circles with
centres C and D touch internally
at point E. D lies on the inner
circle. Chord EB of the outer
circle intersects inner circle at point A.
Prove that, seg EA seg AB.
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Answer 1

Here's your answer below

Answer 2

Answer:

Step-by-step explanation:

Diameter Of Smaller Circle = Radius Of Bigger Circle _____(Given)

∴ Diameter Of Smaller Circle = ED

∴ ∠EAD = 90° ________(Angle Bisector In Semicircle)

∴ Seg AD ⊥ Seg EB

∴ Seg EA ≅ Seg AB ________(Perpendicular Drawn From The Centre Of              Circle To The Chord Bisects The Chord)