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To solve:-
- ∆BCA ≌ _____
Solution:-
Given that,
✶ BC = BT
✶ CA = TA
✶ ∠ABC = ∠ABT
✶ ∠BAC = ∠BAT = 90°
Now, In ∆BCA and ∆BTA
✶ BC = BT
✶ CA = TA
✶ BA = BA
By using , SSS congruency,
∆BCA ≌ ∆BTA
Therefore,
∆BCA ≌ ∆BTA
____________________
More information:-
- Two triangles are congruent when they both are following rules which are:
- SSS means "Side, Side , Side".
- SAS means "Side , Angle, Side".
- AAS means "Angle , Angle , Side".
- AAS means " Angle , Angle , Side".
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