In Figure 11, BC and AD intersect at E.
i. Prove that ∆CED=∆BEA
ii. Find BA and CD.
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in triangle cde and traingle bae
ce=be
ang e = ang e (vertically opposite angles)
ang c = ang b = 90°
therefore triangle cde is congruent to triangle bae
therefore cd=ba
so, 3x+2=x+6
x=2
so, ba=cd= 8 cm
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