Question

PQRS is a rectangle with angle QPR =38.find the measure of angle SQR

Answer 1

SOLUTION -  Given - PQRS is a rectangle. & ∠ QPR = 38°

                      Find out- ∠SQR = ?

TO PROOF - ∠ QPR = 38°       (Given)

                     Then ∠ SPR = 38°      

                    ( Alternate angle property)

                    Rectangle angle are of 90

                    This shows ∠ SRQ = 90°

                   ∠PRQ = 90° - 38°

                              = 52°

               (  In rectangle diagonal are bisect eachother i.e

                 diagonal divide each other in equal parts.)

                OR = OQ

             Δ ROQ is an isoceles triangle.

            ∠ ORQ =∠ OQR = 52°

           ( If two sides of a triangle are equal then their opposite angle are also

           equal.)

          ∠ SQR =52°

          Hence proved

       

         

               

Answer 2

Answer:

59 is right answer

Step-by-step explanation:

angle qpr