In the adjoining figure AB-AD and CB-CD Prove that triangle ABCcong triangle ADC

Question

Toppr Admin · Accepted Answer

Given- AB-ADCB-CDTo prove- -x25B3-ABC-x2245-x25B3-ADCProof-In -x25B3-ABC and -x25B3-ADC-AB-AD-Given-CB-CD-Given-AC-AC-Common-x2234-x25B3-ABC-x2245-x25B3-ADC-By SSS congruence property-

In the adjoining figure $A B = A D$ and $C B = C D$ Prove that $△ A B C ≅ △ A D C$

Given:- $A B = A D C B = C D$
To prove;- $△ A B C ≅ △ A D C$
Proof:-
In $△ A B C$ and $△ A D C$ ,
$A B = A D (Given)$
$C B = C D (Given)$
$A C = A C (Common)$
$∴ △ A B C ≅ △ A D C (By SSS congruence property)$

In the adjoining figure AB=AD and CB=CD Prove that △ABC≅△ADC

Given:- AB=ADCB=CDTo prove;- △ABC≅△ADCProof:-In △ABC and △ADC,AB=AD(Given)CB=CD(Given)AC=AC(Common)∴△ABC≅△ADC(By SSS congruence property)

In the adjoining figure $A B = A D$ and $C B = C D$ Prove that $△ A B C ≅ △ A D C$

Given:- $A B = A D C B = C D$
To prove;- $△ A B C ≅ △ A D C$
Proof:-
In $△ A B C$ and $△ A D C$ ,
$A B = A D (Given)$
$C B = C D (Given)$
$A C = A C (Common)$
$∴ △ A B C ≅ △ A D C (By SSS congruence property)$