in a right angled triangle ABC, If D is the mid point of the hyputenuse BC, prove that AB=DC=AD
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first join AD .. then in triangle ADC and triangle ADB
CD=DB (given )
<ADC =<ADB (90 each )
AD=AD(common )
so by SAS congruency triangle ADC = ADB
Therefore AB=DC=AD (by CPCT )
HOPE U R SATISFIED
CD=DB (given )
<ADC =<ADB (90 each )
AD=AD(common )
so by SAS congruency triangle ADC = ADB
Therefore AB=DC=AD (by CPCT )
HOPE U R SATISFIED
shahreyar:
thank you
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