In the given figure- AD is bisector of angleA and AB-AC- Then DeltaACD- DeltaABD are congruent by which criterion-AAASASASABoth -B- and -C-

Question

Toppr Admin · Accepted Answer

In the given figure- If-xA0-AD is the bisector of -x2220-A- then-x2220-BAD-x2220-CAD-x21D2-BD-CDAnd It is given- that -xA0-AB-AC-x2234-x2220-B-x2220-CTherefore -x25B3-ABD and -x25B3-ACD are congruent by ASA and SAS

In the given figure, AD is bisector of $∠$ A and AB $=$ AC. Then $Δ$ ACD, $Δ$ ABD are congruent by which criterion?

AAA
SAS
ASA
Both (B) and (C)

In the given figure, If $A D$ is the bisector of $∠ A$ , then
$∠ B A D = ∠ C A D \Rightarrow B D = C D$
And It is given, that $A B = A C$
$∴ ∠ B = ∠ C$
Therefore $△ A B D$ and $△ A C D$ are congruent by $A S A$ and $S A S$

In the given figure, AD is bisector of ∠A and AB=AC. Then ΔACD, ΔABD are congruent by which criterion?AAASASASABoth (B) and (C)

In the given figure, If AD is the bisector of ∠A, then∠BAD=∠CAD⇒BD=CDAnd It is given, that AB=AC∴∠B=∠CTherefore △ABD and △ACD are congruent by ASA and SAS

In the given figure, AD is bisector of $∠$ A and AB $=$ AC. Then $Δ$ ACD, $Δ$ ABD are congruent by which criterion?

AAA
SAS
ASA
Both (B) and (C)

In the given figure, If $A D$ is the bisector of $∠ A$ , then
$∠ B A D = ∠ C A D \Rightarrow B D = C D$
And It is given, that $A B = A C$
$∴ ∠ B = ∠ C$
Therefore $△ A B D$ and $△ A C D$ are congruent by $A S A$ and $S A S$