Question

in triangle ABC and PQR, angle A = angle P and angle B = angle R. which side of triangle PQR should to equal to side AC of triangle ABC so that the triangles are congruent?​

Answer 1

Given:

in triangle ABC and PQR, angle A = angle P and angle B = angle R.

To find:

The side of the triangle PQR which is equal to the side AC of the triangle ABC

Solution:

As per the condition given in the question,

angle A = angle P

angle B = angle R

So the sequence of the congruency of the triangles will be given as:

ΔABC ≅ ΔPRQ

So as per the sequence of the congruency of the triangle,

The length of the side AC must be equal to the side PQ

Hence,

The side PQ of the triangle PQR is equal to the side AC of the triangle ABC

Answer 2

Answer:

ac

Step-by-step explanation:

by cpct corresponding part of congruent triangles