How many chords can be drawn on the circle?

How many line segments are required to draw a triangle?

Write the maximum number of points of intersection of three lines in a plane.

Find the number of common points, when two lines intersect each other.

A star in the sky also gives us an idea of a point. Identify atleast five such situations in your daily life.

Draw a quadrilateral, in which both diagonals intersect each other at point Q.

Draw any polygon and shade its interior.

Name the line given in all possible (twelve) ways, choosing only two letters at a time from the four given letters.

Can we draw two circle with same centre?

Draw two triangles in which one side of both triangles are common.

Try to form a polygon with
(i) five matchsticks.
(ii) four matchsticks.
(iii) three matchsticks.
(iv) two matchsticks.
In which case was it not possible? Why?

The number of common points in the two angles marked in the given figure is___________.

Two lines intersect at_________point.

___________number of diameter can be drawn in a circle.

Diameter of a circle is____________chord.

Which of the following is not a polygon?

The number of triangles in the given figure are

Which of these is an example for a pair of these parallel lines?

In the given figure, \(\angle XYZ\) cannot be written as

Which of the following has two end points?

The number of circles that can be drawn with a given centre is