Question

In the given figure Triangle qps equal to triangle s r q find angle PSR ​

Answer 1

Answer:

since Triangle QPS= Triangle SRQ, and also since the quad PSQR is a parallelogram, the opp angle are equal and the sum of any two adjacent angle add up to 180°

i.e \_P=\_R

\_Q=\_S

and \_P +\_Q= 180°and so on for any two adjacent angle

so to find angle X we can use opp angle or adjacent angle formula

here iam usin opp angle which are equal in parallelogram

\_P=\_R

from fig \_P=106° and \_R= 2x +12

:. 106= 2x+12

106-12=2x

94/2=x

47=x

:. 47 is the value of X