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Mathematics / Circle - Chord properties

Mathematics / Circle - Chord properties

A circle is a geometrical shape which has no corners or edges. The circle has a centre point and a circumference which is a set of all points at a fixed distance from the centre of the circle. The distance from the centre of the circle to the circumference is called the radius of the circle. You can draw a circle using a compass.

Chord of a circle is a line that joins two points on the circumference of a circle. The diameter of a circle is its longest chord.

An arc of a circle is a continuous part of the circumference of the circle.

A sector of a circle is the area/region between an arc and the center of the circle.

A chord divides the area of a circle into two segments. The smaller area is called Minor segment and the bigger area is called Major segment.

Exercises
Topics
Exercises
Topics
  • Properties of Chords of a Circle -- SmartTest

    • Questions: 172

    Cyclic Quadrilaterals -- SmartTest

    • Questions: 172

    Circles -- SmartTest

    • Questions: 172

    Angles Subtended by Arc of a Circle -- SmartTest

    • Questions: 172
    • Construction of a chord of given length
    • Equal chords are equidistant from the centre
    • Angles in a segment
    • Congrue nt circles and concentric circles
    • Construction of congruent and concentric circles

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