Question

answer the question solve 3 one
​

Answer 1

x =60degree

and y = 45degree

Answer 2

Given:

☛ PQRS is a parallelogram

Therefore,

☛ PS || QR and QS is transversal.

☛ PQ || SR and QS is transversal.

To Find:

☛ value of x and y

Solution:

Given that □PQRS is a parallelogram,

Also,

PS || QR is parallel and QS is transversal, So

∠SQR = ∠QSP { Alternate Interior Angles , Since PS || QR and QS is transversal }

☛ 4y = 32

☛ y = 32/4

☛ y = 8

Similarly,

∠SQP = ∠QSR { Alternate Interior Angles , Since PQ || SR and QS is transversal }

☛ 3x = 96

☛ x = 96/3

☛ x = 32

Hence, Value of x is 32 and value of y is 8