Question

9, In Fig. 8.44, if PR = PS, PT.= P2, ZPTS =
ZPQR = 90°, prove that RQ = ST and RT = SQ.

:
given,
PR=PS---------(1)
PT=PQ--------(2)

now,
()
PR=PS
or,
PT+TR=PT+QS(pt=pq from (ii)
.
. . TR=QS
or
RT=SQ--------(3)
___henced proved___



in triangle RQS & RTS
RTS= RQS (R) as 90•degree
RS=RS(H) same in both trinagle
RT=SQ (S) from ----(iii)
PQS~= RTS



RQ=ST( )






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Answer 1

Answer:

this is very difficult