Question

in the parallelogram pqrs angle p equals to 128 degree and angle qsr equals to 36 degree find x​

Answer 1

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then answer

Answer 2

Given :  in the parallelogram pqrs angle p equals to 128° and angle qsr equals to 36°

To find  : x​

Solution:

∠P = 128°

∠P + ∠S = 180°   ( Sum of adjacent angles of parallelogram = 180°)

=> ∠S = 52°

∠PSQ = 52° - 36°   = 16°

∠PSQ  = x  alternate interior angle as   as   PS || QR

=> x = 16°

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