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∞ ɱ α ƚ ԋ ҽ ɱ α ƚ ι ƈ ʂ ∞ 🇹🇭 on Instagram: "Constructing an Inscribed Circle in a Triangle | v Draw any triangle ABC | v Construct the angle bisector of ∠A | v Construct the angle bisector of ∠B | v Construct the angle bisector of ∠C | v Mark the intersection point of the three bisectors → Incenter (I) | v From I, draw a perpendicular line to one side of the triangle | v Measure that perpendicular distance → radius (r) | v With center I and radius r, draw a circle | v This circle touches all t
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Insta Science Class on Instagram: "Within every triangle lies a unique circle known as the incircle. It touches all three sides perfectly and is centered at the incenter — the point where the triangle’s angle bisectors meet. This circle represents perfect geometric balance, showing that even simple shapes hold hidden structures of harmony and precision. Follow @instascienceclass to learn more. Disclaimer: Shared for educational and awareness purposes only. All credits to original creators. We do
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