Question

In angle PSQ = angle PSR and QS = SR. prove that angle PSQ = angle PSR. ​

Answer 1

Answer:

it is given that psq =psr

also qs=sr

and ps=ps (common side)

therefore by SAS, psq is congruent to psr

by cpct angle psq =angle psr

hence proved

Answer 2

Answer: INΔPSQ AND ΔPSR

since ∠PSQ= ∠PSR

AND QS = SR

ALSO PS= PS ( COMMOM IN BOTH TRIANGLES)

SO BOTH Δ'S ARE EQUAL BY SAS RULE OF CONGURENCY

THUS, ∠PQR =∠PRS

∠QPS =∠RPS

Step-by-step explanation: