If an isosceles triangle is inscribed in a circle, then is it's altitude always greater than the radius? If yes, then why? My sir said that if an isosceles triangle is inscribed in a circle then its altitude is always greater than the radius and passes through the centre of circle but I don't understand why it is so and is it not possible if any other triangle is possible that is isosceles and has its altitude less than the radius of circle in which it's inscribed.
2026-04-29 21:21:32.1777497692
Isosceles triangle inscribed in a circle
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