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The area enclosed by a chord is equal to the area enclosed by a segment minus the area enclosed by the triangle with the same corners as the segment. To visualise it, draw a circle and put a chord on it. Label the chord AB and the centre of the circle C. The area of sector AB equal to the area of sector ABC minus the area of triangle ABC.

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Q: What is the area enclosed by a chord of a circle?
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Related questions

What are segments of a circle called?

Exactly as in the question and a segment of a circle is the area enclosed by a chord and an arc of a circle.


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A segment is the area within a circle enclosed by an arc and a chord


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