Question

In the given figure, PS  and QR intersects at O and OP = OS,

 OQ = OR. show that ∆ POQ  ≅ ∆ SOR?
  Also write equal pairs of angles?
Pls answer both question and also give the explanation its urgent ​

Answer 1

Answer:

In triangle POQand SoR

OP=OQ(given)

OQ=OR(given)

angle POQ=angleSOR(vertically opp. angle)

So, triangle POQ=congrurent triangle SOR(SAS)

angleP=angleS(c.p.c.t)

Answer 2

Answer:-

In ∆ POQ and ∆SOR

> OP=OS [GIVEN)]

> OQ=OR [GIVEN]

> /_ POQ= /_ SOR [ Vertically opposite angle]

BY SAS:- ∆ POQ=~ ∆ SOR.