Question

In the given figure, PQRS and PTUV are two
parallelograms. If angle V= 100 find, angle P ,angle U , angle R and angle RSP​

Answer 1

Answer:

angle U = 80°

angle P = 80°

angle R = 80°

angle RSP =100°

Step-by-step explanation:

angle P =angle U = angle R = [360 -(100+100)]÷ 2 = 80°

In parallelogram PQRS

angle RSP = angle V [corresponding pair of angles] = 100°

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Answer 2

Answer:

angle p =80°,∠u=80°,∠R=80°

Step-by-step explanation:

as PTUV is a ║gram and ∠V= 100°,∠P+∠V=180°as the are co interior angles.            since ∠P+100°=180°                                                                                                               ∠P=180-100=80°                                                                                                                 and ∠P and ∠u are opposite angle of ║gramPTUV , thus they are equal.                      therefore ∠U=80°                                                                                                                          in ║gramPQRS,∠P and ∠R are opposite angle of ║gram so they are equal,               if ∠P=80°                                                                                                                                then,∠R=80°