verify the following points taken in order from the vertices of a rhombus A (3,-2), B (7,6), C (-1,2), D(-5,-6)
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as diagonals bisect each other
so mid point of Ac = Bd
(3-1)/2, (-2+2)/2 = (7-5)/2 ,(6-6)/2
= 1,0 = 1,0
ALSO IN RHOMBUS ALL FOUR SIDES ARE EQUAL
SO AB = BC= CD = AD
ALSO, IF AB and BC are not making angle 90 then it's a rhombus because that will not be a square
so mid point of Ac = Bd
(3-1)/2, (-2+2)/2 = (7-5)/2 ,(6-6)/2
= 1,0 = 1,0
ALSO IN RHOMBUS ALL FOUR SIDES ARE EQUAL
SO AB = BC= CD = AD
ALSO, IF AB and BC are not making angle 90 then it's a rhombus because that will not be a square
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