'Circle theorems' presentation slideshows

PART 8 Circle Theorems

PART 8 Circle Theorems. Circle Theorems. Lesson Objectives - Students will: Apply your knowledge of circle properties to solving problems. Identify and apply circle theorems. S5 Circles. Contents. A. S5.2 Angles in a circle. A. S5.1 Naming circle parts. S5.3 Tangents and chords. A.

1.49k views • 52 slides

Topic 2: Geometry

Topic 2: Geometry. Dr J Frost (jamie@drfrostmaths.com) . Slide guidance. Key to question types:. IMC. Senior Maths Challenge. Frost. A Frosty Special. Questions from the deep dark recesses of my head. The level, 1 being the easiest, 5 the hardest, will be indicated. Classic. Classic.

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Session 8 Proving Geometric Theorems

Session 8 Proving Geometric Theorems. Common Core High School Mathematics: Transforming Instructional Practice for a New Era. 8.1. Learning Intentions & Success Criteria. Learning Intentions:

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Angle at Centre, Angle on Arc Investigation

Angle at Centre, Angle on Arc Investigation. Mark a point on the circle below then join it to both ends of the chord. Mark another point and repeat the process. Mark a point on the circle below then join it to both ends of the chord. Mark another point and repeat the process.

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CLF Inset day 6 th July 2012

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Circle Theorems

Circle Theorems. The angle at the centre is twice the angle at the circumference for angles which stand on the same arc. . Circle Theorems. Circle Theorems. Circle Theorems. Circle Theorems. Circle Theorems. Circle Theorems. Circle Theorems. Circle Theorems.

362 views • 12 slides

Proof

Proof. Circle Theorems. Contents. Angle at Centre Opposite angles in cyclic quadrilateral Alternate Segment Theorem. Circle Theorems on the Web. O. R. P. Prove angle at centre is twice the angle at the circumference. Q. Draw line QO and extend to intersect circumference at S. a. b.

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Learning Objective: Find the volume and surface area of pyramids, cones and spheres.

Learning Objective: Find the volume and surface area of pyramids, cones and spheres. 2) Find the volume of a frustum. Most of the questions on this subject are towards the end of the Higher paper... So they are generally harder. Calculate the Volume and Surface Area of the Frustum.

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1.04k views • 7 slides