dentify the correct property to the given statement.
Reflexive Symmetric Transitive
If 90 ≅ m∠1, then m∠1 ≅90
m∠S = m∠S
If AB≅ 112cm and CD ≅ AB, then CD ≅ 112cm
If AB= 9cm and CD= 9cm, then AB=CD
m∠1 ≅ m∠1
Reflexive Symmetric Transitive
If 90 ≅ m∠1, then m∠1 ≅90
m∠S = m∠S
If AB≅ 112cm and CD ≅ AB, then CD ≅ 112cm
If AB= 9cm and CD= 9cm, then AB=CD
m∠1 ≅ m∠1
Add an Answer
More Questions From This User See All
Answers & Comments
Answer:
Reflexive:
m∠S = m∠S - This statement is reflexive since it reflects that an angle is congruent to itself.
Symmetric:
If 90 ≅ m∠1, then m∠1 ≅ 90 - This statement is symmetric since it shows that if two angles are congruent, then they can be switched in either order.
Transitive:
If AB ≅ 112cm and CD ≅ AB, then CD ≅ 112cm - This statement is transitive since it shows that if two segments are congruent and one of them is congruent to another segment, then the other two segments are also congruent.
Reflexive:
m∠1 ≅ m∠1 - This statement is reflexive since it reflects that an angle is congruent to itself.
Note: The properties listed above are properties of congruence in geometry.