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Properties of Chords

Properties of Chords

Properties of Chords. When a chord intersects the circumference of a circle certain properties will be true. Property #1: Chords that are equidistant from the center of a circle are equal in length. If OE = OG , then AB = CD. Converse of Property #1:

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Circle Theorems

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.

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CIRCLES EQUAL CHORDS SUBTEND EQUAL ANGLES AT THE CENTER

CIRCLES EQUAL CHORDS SUBTEND EQUAL ANGLES AT THE CENTER

CIRCLES EQUAL CHORDS SUBTEND EQUAL ANGLES AT THE CENTER. JUHI MATHUR 2010. PROCEDURE. DRAW A CIRCLE OF ANY RADIUS ON THE CHART SHEET. 2. MARK CHORD AB OF MEASURED LENGTH ON THE CIRCLE. 3. MAKE ANOTHER CHORD CD OF SAME MEASUREMENT ON THE CIRCLE.

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Properties of chords

Properties of chords

Properties of chords. PREPARED BY P.E.VENUGOPALAN, K.V.KELTRON NAGAR. Theorem. Equal chords of a circle subtend equal angles at the centre. D. A. O. B. C. Proof. Given : we are given that chords AB and CD of a circle with centre O are equal To prove : ?AOB =? COD Proof :

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Current Events Presentation: Aristotle

Current Events Presentation: Aristotle

Current Events Presentation: Aristotle. By Juan Maciel Period 10. Background. He was born in Stagira, which is located in Northern Greece. He lived from 384 to 322 BC. He was the best student come out of The Academy, which was a school designed by Plato.

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