a) In Fig. 2, AP = PD and CP = PB. Show that
AB || CD
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Answer:
AP = PD
CP=PB
AND AT THE VERTEX OF TRIANGLE CONNECTED TO ANOTHER TRIANGLE'S VERTEX
SO THAT WILL BE A VERTICALLY OPPOSITE ANGLES
SO BY CONGRUENCE WE HAVE PROVED THAT BOTH TRIANGLES ARE EQUAL
SO NOW THERE OPPOSITE ANGLES ARE ALSO EQUAL
WHICH MEANS THEY ARE ALTERNATE ANGLES
BY CPCT
SO NOW WE CAN PROVE BY THE CONVERSE OF ALT. ANGLE THEORM
AB||CD
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