prove that tri. CDA and tri. ABC are congruent
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In the given figure,
Given :- CD = AB and BC = AD
To prove :- ∆CDA is congruent to ∆ABC
Proof:-
In ∆CDA and ∆AbC,
CD = AB (given)
BC = AD (given)
CA = CA (common)
So by SSS congruency criterion,
∆CDA is congruent to ∆ABC
Hope it helps dear friend ☺️
Given :- CD = AB and BC = AD
To prove :- ∆CDA is congruent to ∆ABC
Proof:-
In ∆CDA and ∆AbC,
CD = AB (given)
BC = AD (given)
CA = CA (common)
So by SSS congruency criterion,
∆CDA is congruent to ∆ABC
Hope it helps dear friend ☺️
Answered by
1
hello here you go
In triangle abc and cda
cd=ab (given)
da=bc (given)
ac=ac (common)
by sss criteria Δcda and Δabc are congruent
In triangle abc and cda
cd=ab (given)
da=bc (given)
ac=ac (common)
by sss criteria Δcda and Δabc are congruent
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