# You have to show that ∆AMP ≅ ∆AMQ. In the following proof, supply the missing reasons.

In the following proof, supply the missing reasons

**Solution:-**

Steps | Reasons |

(i) PM = QM | (i) From the figure given in the problem |

(ii) ∠PMA = ∠QMA | (ii) From the figure given in the problem. |

(iii) AM = AM | (iii) Common side for both triangles |

(iv) ΔAMP ≅ ΔAMQ | (iv) By SAS congruence property:- Two triangles are said to be congruent if the two sides and the included angle of one are respectively equal to the two sides and the included angle of the other. |

Therefore, ∆ AMP ≅ ∆ AMQ is congruent with the SAS rule.

**Video Solution:**

## You have to show that ∆AMP ≅ ∆AMQ. In the following proof, supply the missing reasons.

In the following proof, supply the missing reasons.

### NCERT Solutions for Class 7 Maths - Chapter 7 Exercise 7.2 Question 3

You have to show that ∆AMP ≅ ∆AMQ. In the following proof, supply the missing reasons.

∆ AMP ≅ ∆ AMQ is congruent by SAS rule