IP2U14 Exercise Q3

IP2U14 Exercise Q3

IP 2

Chords \(AC\) and \(BD\), perpendicular to each other, intersect at \(E\).

In \(\Delta ADE\), the altitude from \(E\) meets \(AD\) at \(F\). \(FE\) produced meets \(BC\) at \(G\). Prove that \(G\) is the midpoint of \(BC\).

Geometric construction of perpendicular chords and an altitude within a circle
Geometric construction of perpendicular chords and an altitude within a circle

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Answer:Proved: \(G\) is the midpoint of \(BC\)

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