PQRS is rectangle with ∆PQS= 50° . Determine∆SQR
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PQRS is rectangle.
∆PQS=50°
∆SQR=(90°-50°). (all angle of rectangle is 90°)
So, ∆SQR=40°
∆PQS=50°
∆SQR=(90°-50°). (all angle of rectangle is 90°)
So, ∆SQR=40°
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Answer:In rectangle PQRS.draw the diagonal QS. Now in triangle SQR which is right angle at R and S then angle S+R+Q- 180
Step-by-step explanation:
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