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Arc

By joining an...

Question

By joining any two points on a circle, we obtain its

(a) radius
(b) diameter
(c) chord
(d) circumference

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Solution

(c) Chord

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Similar questions

Q. By joining any two points on a circle, we obtain its

(a) radius
(b) diameter
(c) chord
(d) circumference

Q. The distance between any two consequent points marked on the circumference of the circle is equal. How many chords that are not diameters can be formed by joining any two marked points?

A chord is a line segment that joins any two points on the circumference of the circle.

Q. The longest chord of a circle is equal to its

(a) radius
(b) diameter
(c) circumference
(d) perimeter

Q. Fill in the blanks:
(i) A diameter of a circle is a chord that .......... the centre.
(ii) A radius of a circle is a line segment with one end point ........... and the other end point ...... .
(iii) If we join any two points of a circle by a line segment, we obtain a ........... of the circle.
(iv) Any part of a circle is called an ........... of the circle.
(v) The figure bounded by an arc and the two radii joining the end points of the arc with the centre is called a ........... of the circle.

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