Question

Pq is parallel ro sr and ps is parallel to rq find the value of x

Answer 1

Answer:

where you use X....

clear your questions

Answer 2

given : PQ║║SR and PS ║RQ

solution:

since , opposite sides are parallel therefore ,

PQRS is a parallelogram

and we know that

opposite angle of the parallelogram are equal

$\angle SPQ = \angle SRQ$..(1)

now ,

$\anhle SPY + \angle SPQ = 180^\circ$..(linear pair )

$\angle SPQ = 180-3x...(2)$

from 1 and 2

180-3x = x

180 = x+3x

180= 4x

x = 45°

hence , The value of x is 45°

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