Question

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Answer 1

$\huge\red{Answer}$

Given: AB∥CD

∠BAD=∠CDA=36

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(Alternate angles)

∠AEC=∠ECD+∠EDC (Exterior angle property)

∠AEC=32+36

∠AEC=68

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Since, AC=AE

y=∠AEC=68

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(Isosceles triangle property)

In △ACE

∠ACE+∠AEC+∠CAE=180 (Angle sum property)

z+68+68=180

z=180−136

z=44

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