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Circonferenza euclidea

Circonferenza euclidea

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aliasesCirconferenza Euclidea, circonferenza-euclidea

20 lug 20261 min read

Topic — Circonferenza euclidea.

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16

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26 linked atoms.

16 Circonferenza

  • Angle between a tangent and a chord
  • Angle bisector theorem
  • Angle inscribed in a semicircle
  • Arcs and chords
  • Arithmetic mean and geometric mean
  • Central angle and inscribed angle
  • Centroid - concurrency of the medians
  • Circumcentre - concurrency of the perpendicular bisectors
  • Degree-radian conversion
  • Distance of a point from a line
  • Equilateral triangle
  • Incentre - concurrency of the bisectors
  • Intersecting chords
  • Intersecting chords theorem
  • Isosceles right triangle 45°-45°-90°
  • Orthocentre - concurrency of the altitudes
  • Perpendicular bisector of a segment in coordinates
  • Point on a parabola at a given distance
  • Proof of the central angle theorem
  • Radians and arc length
  • Radius of the circumscribed circle
  • Radius of the inscribed circle
  • Right triangle 30°-60°-90°
  • Square with known diagonals
  • Tangents from an external point
  • The four notable points

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  • Arcs and chords
  • Radians and arc length
  • Degree-radian conversion
  • Central angle and inscribed angle
  • Proof of the central angle theorem
  • Angle inscribed in a semicircle
  • Tangents from an external point
  • Angle between a tangent and a chord
  • Radius of the circumscribed circle
  • Radius of the inscribed circle
  • Angle bisector theorem
  • Arithmetic mean and geometric mean
  • Intersecting chords theorem
  • The four notable points
  • Equilateral triangle
  • Centroid - concurrency of the medians
  • Orthocentre - concurrency of the altitudes
  • Circumcentre - concurrency of the perpendicular bisectors
  • Incentre - concurrency of the bisectors
  • Right triangle 30°-60°-90°
  • Isosceles right triangle 45°-45°-90°
  • Distance of a point from a line
  • Perpendicular bisector of a segment in coordinates
  • Intersecting chords
  • Point on a parabola at a given distance
  • Square with known diagonals