show that i) triangle DAP congruent EBP...................
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in triangle DAP and EBP:
angle BAD = angle ABE
since P is the midpoint of AB,
AP = PB
since angle EPA = DPB
angle DPA = EPB
hence DAP congruent to EBP by SAS
Answered by
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In ▲ DAP and ▲EBP
angle DAP=angle EBP (Given)
AP=PB (P is the mid point of AB)
angle EPA=angle DPB (Given)
angle EPA+angle EPD=angle DPB+angle EPD
angle APD=angle BPE
▲DAP congruent▲EBP (By ASA congruency)
AD=BE (C.P.C.T)
angle DAP=angle EBP (Given)
AP=PB (P is the mid point of AB)
angle EPA=angle DPB (Given)
angle EPA+angle EPD=angle DPB+angle EPD
angle APD=angle BPE
▲DAP congruent▲EBP (By ASA congruency)
AD=BE (C.P.C.T)
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