in the figure quadrilateral ABCD is a trapezium side AB//sideDC M and N are any two points such that A-N-B and D-M-C diagonal AC and seg MN intersect each other at O show that traingle MOC is similar to traingle NOA
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Answer:Hence Proved
Step-by-step explanation: In triangle MOC and triangle NOA,
Angle AON=angle MOC (vertically opposite angles)
AngleANO=AngleCMO(Alternate angles)
Thus by AA criterion Triangle MOC is similar to Triangle NOA.
Hence proved .
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