Question

Q1: In the adjacent figure, PQ = PR and S is the mid point of QR. The APSQ = APSR
congruence.
by
P
Q
S
R
O (a) SAS
(b) S.S.S
(c) A.S.A
O (DR.HS​

Answer 1

$\huge{\fcolorbox{black}{grey}{\large{\fcolorbox{white}{black}{{\fcolorbox{grey}{purple}{❤AnSwEr❤}}}}}}$

Step-by-step explanation:

PQ=PS given

QR=SR given

PR=PR commont side

Triangle PQR is congruent to Triangle PSR

i) Angle PQR = Angle PSR Corresponding angles of congruent Triangles

Angle PRQ= Angle PRS Corresponding angles of congruent Triangles

Angle QRP = Angle SRP

ii) Hence PR bisects P and R

Answer 2

Step-by-step explanation:

PQ=PS given

QR=SR given

PR=PR commont side

Triangle PQR is congruent to Triangle PSR

i) Angle PQR = Angle PSR Corresponding angles of congruent Triangles

Angle PRQ= Angle PRS Corresponding angles of congruent Triangles

Angle QRP = Angle SRP

ii) Hence PR bisects P and R