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Angle at the circumference is half at the angle of the center proof |
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Answer» Since an angle subtended at the circumference by an arc is HALF that subtended at the CENTRE, the ANGLES round the centre are 2a and 2b. Angles round a point add up to 360° so 2a + 2b = 360°. THEREFORE a + B = 180°, so the theorem is proven.
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