Question

I can't understand can give me an answer​

Answer 1

Answer:

I) PQ = PR ( GIVEN )

PS = PS ( COMMON )

<QPS = <SPR ( BISECTED BY PS )

II) YES

III) YES

Step-by-step explanation:

II) BY PART (I) ∆PSQ ~= TO ∆PSR ( PSE IS WRONG)

III) SINCE ∆PSQ AND ∆PSR ARE CONGRUENT

THEREFORE,

<Q = <R

• HOPE IT MAY HELP YOU.

Answer 2

Answer:

(i) equal parts in both triangles

PS=PS (common side)

PQ=PR (given)

angle QPS = angle RPS (given)

(ii) if we compare the above given equal parts we can see that

triangle PSQ is congruent to triangle PSR

by SAS Congruency criteria

(iii) by CPCT, angle Q = angle R