in fig angle BCD =angle ADC and angle ACD= angle BDA . prove that AD=BC and angle A =B
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in ∆ADC and ∆BCD
ANGLE BCD= ADC(GIVEN)
ANGLE ACD=BDA (GIVEN)
CD=CD (COMMON)
::∆ADC CONGRUENT TO ∆BCD
(ASA)
AD=BC (CPCT)
<B=<A (CPCT)
HENCE PROVED ,,,,,,,
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