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In the adjacent figure AABC is isosceles as AB = AC, BA
and CA are produced to Q and P such that AQ = AP. Show
that PB = QC
(Hint: Compare AAPB and AACQ)
B
C. D is the
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Step-by-step explanation:
Two sides of a quadrilateral which have a common end point are called its adjacent sides. In the given figure, (AB, BC), (BC, CD), (CD, DA) and (DA, AB) are four pairs of adjacent sides of quadrilateral ABCD. Two sides of a quadrilateral are called its opposite sides if they do not have a common end point.
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