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Hi there! Have questions about your homework? At Brainly, there are 60 million students who want to help each other learn. Questions are usually answered in less than 10 minutes. Try it for yourself by posting a question! :D

given: ABCD is a parallelogram and AE = CF.......(1).
TPT: EDBF
proof:
since the opposite sides of the parallelogram are equal.
AB = CD.......(2)
subtract (1) from (2):
.......(3)
and BE is parallel to DF, therefore BEDF is a parallelogram.
thus ED is parallel to BF.
hope this helps you.

E is the midpoint of AB. F is the midpoint of CD AE = CF (given) AE=BE (E is the mid point of AB) similarly, CF=DF (F is the mid point) AE +BE= CF+DF AB=CD AB11 CD ( opp.sides of parallelogram are equal and parallel)