In the adjoining figure AB =Ad and CB =CD Prove that triangle ABC congruent to triangle ADC
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Answered by
258
Given : AB=AD
: CB=CD
To prove :ABC is congruent to ADC
Proof :
In triangle ABC and ADC,
AB=AD AND CD=CB (Given)
AC=AC (Common)
So, according to SSS congruency rule,
ABC is congruent to ADC
Hence proved..
Hope it helps you dear...
: CB=CD
To prove :ABC is congruent to ADC
Proof :
In triangle ABC and ADC,
AB=AD AND CD=CB (Given)
AC=AC (Common)
So, according to SSS congruency rule,
ABC is congruent to ADC
Hence proved..
Hope it helps you dear...
Answered by
76
In ∆ABC and ∆ADC,
AD=AB( Given)
BC=CD(Given)
AC Is common
By SSS Congruence rule
∆ABC is congruent to ∆ADC
( PROVED)
AD=AB( Given)
BC=CD(Given)
AC Is common
By SSS Congruence rule
∆ABC is congruent to ∆ADC
( PROVED)
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