Question

Theorem: The diagonals of a parallelogram bisect each other.

Kim is writing the proof of the theorem using two properties of a parallelogram as shown below.

• The opposite sides of a parallelogram are parallel.
• The opposite sides of a parallelogram are congruent.



Using the two given properties, Kim proved that triangle AGB is congruent to triangle CGD using the ASA Postulate.

What theorem can Kim use to prove that segment AG is congruent to segment CG, and that segment BG is congruent to segment DG to show that the diagonals bisect each other?

Help? ;n;

Answer 1

Please help? Anyone?

Answer 2

so for proving that AG congruent CG what on my draw wann being BO congruent DO and for
BG congruent DG on my draw CO congruent AO

so for this we need proving that C2 congruent A1 and D1 congruent B2

so these every two cases are treue and proven because from the property of sides of a parallelogramme we know that the opposite sides are equales and paralleles so from this result that AB congruent DC and AD congruent BC

so from what result that angel C2 congruent A1 and from what result that BO congruent DO

so and the next case will be exactly the same

hope so much that is understandably sure right for you

good luck

bye