ABCD is a kite. What is the measure of angle AED?

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ABCD is a kite. What is the measure of angle AED?

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Answer 1 · 2017-12-08T16:45:57

$90^{\circ}$ $90^@$

Explanation:

Well assuming that BD and AC are perpendicular, we know that all angles produced from two perpendicular lines will be $90^{\circ}$ $90^@$ .

Answer 2 · 2017-12-08T16:50:52

$∠ A E D = 90^{\circ}$ $angleAED=90^@$

Explanation:

$using the properties of the kite$ $"using the "color(blue)"properties of the kite"$

$∙ the diagonals are perpendicular$ $• " the diagonals are perpendicular"$

$∙ the main diagonal AC is the perpendicular bisector$ $• " the main diagonal AC is the perpendicular bisector"$
$of the other diagonal DB$ $" of the other diagonal DB"$

$\Rightarrow ∠ A E D = 90^{\circ}$ $rArrangleAED=90^@$

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ABCD is a kite. What is the measure of angle AED?

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