if PQRS is a square. determine angle SRP
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Answered by
41
Diagonal of square bisects the opposite angle
Therefore <SRP = 45°
Therefore <SRP = 45°
Answered by
84
In ∆SPR-
Angle S=90°
SP=SR (equal sides of square)
Angle SPR=Angle SRP=X
Angle S +Angle SRP+Angle SPR
90°+X+X=180°
90°+2X=180°
2X=180°-90°
X=90°\2
X=45°
hence Angle SRP=Angle SPR=45°
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Angle S=90°
SP=SR (equal sides of square)
Angle SPR=Angle SRP=X
Angle S +Angle SRP+Angle SPR
90°+X+X=180°
90°+2X=180°
2X=180°-90°
X=90°\2
X=45°
hence Angle SRP=Angle SPR=45°
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