Q. 234.0( 6 Votes )

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Answer :


Let A(3,3), B(6,y), C(x,7), D(5,6) be the vertices of a parallelogram taken in order,


Diagonals of a parallelogram bisect each other


MidPoint of AC = Mid Point of BD


Mid-point of AC:


x-coordinate =


y-coordinate =


Midpoint of BD:


x-coordinate =


y-coordinate =


x-coordinate of the midpoint of AC = x-coordinate of the midpoint of BD



3 + x=11


x1-3=8 .


y-coordinate of midpoint of AC = y-coordinate of midpoint of BD



10=6 + y


y=4.


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