In the given figure- the line segment AB is parallel to another line segment RS and O is the midpoint of AS- Then Delta AOB cong Delta SOR - truefalse

Question

In the given figure- the line segment AB is parallel to another line segment RS and O is the midpoint of AS- Then Delta AOB cong Delta SOR  - truefalse

Toppr Admin · Accepted Answer

AO-OS-x2220-ROS-x2220-AOB-xA0-Vertically-xA0-Opposite-xA0-Angle-x2220-RSA-x2220-BAS-xA0-xA0-Alternating-xA0-Angle-Hence- According to ASA Congruence Criterion-x25B3-AOB-x2245-x25B3-SOR

In the given figure, the line segment $A B$ is parallel to another line segment $R S$ and $O$ is the midpoint of $A S$ , Then $Δ A O B ≅ Δ S O R ?$

true
false

$A O = O S$

$∠ R O S = ∠ A O B (V e r t i c a l l y O p p o s i t e A n g l e)$

$∠ R S A = ∠ B A S (A l t e r n a t i n g A n g l e)$

Hence, According to ASA Congruence Criterion

$△ A O B ≅ △ S O R$

In the given figure, the line segment AB is parallel to another line segment RS and O is the midpoint of AS, Then ΔAOB≅ΔSOR ? truefalse

AO=OS∠ROS=∠AOB( Vertically Opposite Angle)∠RSA=∠BAS ( Alternating Angle)Hence, According to ASA Congruence Criterion△AOB≅△SOR

In the given figure, the line segment $A B$ is parallel to another line segment $R S$ and $O$ is the midpoint of $A S$ , Then $Δ A O B ≅ Δ S O R ?$

true
false

$A O = O S$

$∠ R O S = ∠ A O B (V e r t i c a l l y O p p o s i t e A n g l e)$

$∠ R S A = ∠ B A S (A l t e r n a t i n g A n g l e)$

Hence, According to ASA Congruence Criterion

$△ A O B ≅ △ S O R$