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Outline
Circle Theorems
Isosceles Triangle in a Circle (page 1)
Isosceles Triangle in a Circle (page 2)
Simple Angle in a Semi-circle
Angle in a semi-circle
Angle in a semi-circle (proof)
Simple Angle at the Centre
Simple Angle at the Centre (Reflex Case)
Angle at the centre (page 1)
Angle at the centre (page 2)
Angle at the centre (page 3)
Angle at the centre (page 4)
Angles in the same Segment
Angles in the same Segment (Proof)
Simple Cyclic Quadrilateral
Cyclic Quadrilateral (Proof)
Alternate Segment Theorem (page 1)
Alternate Segment Theorem (page 2)
Alternate Segment Theorem (proof)
Common Tangents to a Circle
Common Tangents to a Circle (Proof)
Circle Theorems
Author:
Michael Borcherds
Topic:
Circle
Isosceles Triangle in a Circle (page 1)
Isosceles Triangle in a Circle (page 2)
Simple Angle in a Semi-circle
Angle in a semi-circle
Angle in a semi-circle (proof)
Simple Angle at the Centre
Simple Angle at the Centre (Reflex Case)
Angle at the centre (page 1)
Angle at the centre (page 2)
Angle at the centre (page 3)
Angle at the centre (page 4)
Angles in the same Segment
Angles in the same Segment (Proof)
Simple Cyclic Quadrilateral
Cyclic Quadrilateral (Proof)
Alternate Segment Theorem (page 1)
Alternate Segment Theorem (page 2)
Alternate Segment Theorem (proof)
Common Tangents to a Circle
Common Tangents to a Circle (Proof)
Next
Isosceles Triangle in a Circle (page 1)
New Resources
Construcing a 60° Angle and Properties of 30°-60°-90° Triangles
Constructing the Angle Bisector + Practice
גיליון אלקטרוני להעלאת נתוני בעיה ויצירת גרף בהתאם
Derivative of f(x) = ln(x)
Subdivision of a polynomial into triangles.
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