Mathematics
Grade9
Easy

Question

What is the justification?
If LM = NP, then stack L M with minus on top approximately equal to stack N P with minus on top

  1. Definition of congruence
  2. Reflexive Property of Congruence
  3. Segment Addition Postulate
  4. Definition of Midpoint

Hint:

In this given question, we have given statement  is LM = NP . Now we have to find the reason of (LM) ̅ ≅ (NP) ̅ . Remember the property of equality.

The correct answer is: Definition of congruence



    Here , we have to find the reason of (LM) ̅ ≅ (NP) ̅
    Firstly, given is LM = NP ,
    Now, (LM) ̅ ≅ (NP) ̅ ,
    If lines are congruent then we use ≅ this symbol, And also both line are equal LM = NP which is given.
    Therefore, the reason of (LM) ̅ ≅ (NP) ̅ is Reflexive Property of congruence.
    The correct answer is Reflexive property of congruence.

     
     

    In this question, we have to find the reason of (LM) ̅ ≅ (NP) ̅ . If the line are congruent then we also give then a sign of approximately equal ≅. Both lines are also equal that’s why its follow the Reflexive property of congruence.

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