Question

In the figure shown below, PQRS is a parallelogram. QU=TU , ∠PUT=110° and ∠RQT=50

Answer 1

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here, angle PUQ =90°,As given:OT I SR and QU I PS

Now,from angle sum property of triangle we get in angle RTQ :

90° + angle R +50°=180°

angle R = 40°

We know adjacent angles are supplementary in parallelogram,

So,

40°+angle S =180°

angle S = 140°

We know opposite angles in parallelogram are equal to each other,

So,

angle P = 40° and angle Q =140°

Now from angle sum property of triangle we get in angle PUQ:

angle PUQ + angle P+angle PQU=180°

angle P = 40°,angle TUQ = 40°,

and angle S = 140°

Answer 2

Answer:

Step-by-step explanation:

what are we supposed to find here