Question

ABCD is a parallelogram CDEF and ADGH are two squares on sides DC and AD of the
parallelogram respectively Prove that EG=BD.

Answer 1

Answer:

According to the question:

DC=DE (sides of same square)

AD=GD (SIDES OF THE SAME SQUARE)

so, in the same way,

AD^2 +DC^2= GD^2 + DE^2= BD^2= EG^2

Hence, BD=EG .

HOPE YOU UNDERSTAND IT

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