Mckaylabattles0204
Answered

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It is given that quadrilateral ABCD is a kite. We know
that AD - CD by the definition of
. By
the kite diagonal theorem, AC is
to BD
This means that angles AED and CED are right angles.
We also see that ED = ED by the
property. Therefore, we have that AAED = ACED by

It Is Given That Quadrilateral ABCD Is A Kite We Know That AD CD By The Definition Of By The Kite Diagonal Theorem AC Is To BD This Means That Angles AED And CE class=

Sagot :

sarbear97

Answer:

1) kite

2) perpendicular

3) reflexive

4) HL

Step-by-step explanation:

These answers are correct on Edge2021 ♥

View image sarbear97

The solution to the missing gaps of the kite are as follows; kite; perpendicular, reflexive, SAS

What is the proof of the quadrilateral?

1) AD ≅ CD. This is as a result of the definition of a kite.

2) From the kite diagonal theorem, The diagonals meet at right angles and as such AC is perpendicular to BD.

3) ED ≅ ED by reflexive property of congruence.

4) ΔAED = ΔCED by SAS congruency theorem.

Read more about Quadrilateral proof at; https://brainly.com/question/11742071

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