Question

a. Prove that in a parallelogram ABCD, the diagonal
BD splits the parallelogram into two congrent
triangles AABD and ACDB using <A​

Answer 1

Answer:

yes the diagonal of the parallelogram splits it into two congerent triangles

Step-by-step explanation:

By the S.S.S(Side.Side.Side) property

Proof:

In a parallelogram opposite sides are equal,

so the opposite sides of a the parallelogram ABCD are AB and CD &. AD and BC are equal then the third side is the diagonal which is same for both the triangles

Conclusion:

From the above proof we prove that the diagonal splits the parallelogram into two congerent triangles

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