Question

If PQRS is a given rhombus and angle PQS=75° then find angle RQS​

Answer 1

Answer:

Step-by-step explanation:

A rhombus is kind of a parallelogram , hence

Angle.QPS=AngleQRS=75°

Now, in ∆PQS

anQRS +RSQ+RQS =180°[Angle sum property of triangle]

50°+x+x=180°(Opposite sides of rhombus are equal, therefore angles opposite to equal sides are equal)

50°+2x=180°

2x=130°

x=65°

I.e. RQS=65°