Two tangents are drawn at the extremities of a diameter AB of a circle with centre P. A tangent to the circle at a point C intersects the other two tangents at Q and R resp. Prove that angle QPR=90°
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The two tangents are drawn at the extermities of diameter AB of a circle with centre P. If a tangent to the circle at the point C intersects the other two tangents at Q and R, then the measure of the ∠QPRis 90°
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