Question

Please give the answer of question 5 with explanation. I will tag you as brainliest

Answer 1

Given

ABC is an isosceles triangle.

AB = AC

AP = AQ

To prove

BQ = CP

Proof

In ∆ABQ and ∆ACP,

AB = AC (given)

Angle A = Angle A (common)

AQ = AP (given)

∆ABQ is congruent to ∆ACP. (SAS congruence rule)

BQ = CP (cpct)

Answer 2

Answer:

ABC IS ISOSCELES TRIANGLE

GIVEN

AP=AQ

AB=AC

SO IN TRIANGLE ABQ AND ACP

AP=AP. (G)

BP=CQ. (G).

ANGLE A=A. (COMMON ANGLE

SO TRIANGLE ABQ AND ACP ARE CONGRUENT

BY CPCT

PC=QB

HENCE PROVED