\( A B C D \) is a parallelogram and \( A P Q \) is a straight line...
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\( A B C D \) is a parallelogram and \( A P Q \) is a straight line meeting \( B C \) at \( P \) and \( D C \) produced at \( Q \). prove that the rectangle obtained by \( B P \) and \( D Q \) is equal to the rectangle contained by
P \( A B \) and \( B C \).
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