Draw two straight lines on a sheet of paper so that the lines drawn appear to intersect when extended.
Question types
Fundamental Concepts geometry question types
120 questions across 6 question groups — pick any mix to generate a MATHS paper with step-by-step answer keys.
120
Questions
6
Question groups
5
Question types
01
[1 Mark Question Answer]
67 Q→02[2 Mark Question Answer]
10 Q→03[3 marks sum]
5 Q→04Fill in the blanks.
10 Q→05TRUE / FALSE
18 Q→06MCQ
10 Q→Sample Questions
Fundamental Concepts geometry questions
One sample from each question group in this chapter. Select any group above to see the full set with answer keys.
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Draw two straight lines on a sheet of paper so that the lines drawn do not intersect.
Draw two straight lines on a sheet of paper so that the lines drawn the intersect each other.
Check your text book and How many pairs of its edges are perpendicular to each other?
Check your text book and How many pairs of its edges are parallel to each other ?
Draw a four-sided closed figure, in which opposite sides are equal and each angle is 90° and also give the special name of the figure drawn.
In figure is given below, write the number of line segments used:
In figure is given below, write the number of line segments used:
In figure is given below, write the number of line segments used:
In figure is given below, write the number of line segments used:
Draw a four-sided closed figure, in which all the sides are equal and each angle is 90° and also give the special name of the figure drawn.
In a circle, point P is its centre and PA = PB = radius of the circle. Where do points A and B lie?
Draw a figure to show that: lines AB, CD and EF are concurrent.
Mark a point O on a piece of paper. Using a sharp pencil and a ruler, draw a line through the point O. Then draw one more line through the point O. How many lines can you draw through O?
Write a statement regarding your observations.
Write a statement regarding your observations.
The shaded region of the given figure shows a plane:
(i) Name the three collinear points.
(ii) Name the three non-collinear points.
(iii) Name a pair of intersecting lines.
(i) Name the three collinear points.
(ii) Name the three non-collinear points.
(iii) Name a pair of intersecting lines.
A perpendicular to a line segment will be its perpendicular bisector if it passes through the _______ of the given line segment.
How many perpendicular bisectors can be drawn to a line segment of length 6 cm?
How many perpendiculars can be drawn to a line segment of length 6 cm?
For a line segment, a line ______ it and making angle of ______ with it, is called ______ bisector of the line segment.
For a line segment, a line making the angle of ______ with it, is called perpendicular to it.
A plane has an infinite number of points.
A plane has an infinite number of lines.
There are an infinite number of points in a line.
There are an infinite number of points in a line segment of length 10 cm.
A surface can be plane or curved.
A perpendicular to a line segment will be its perpendicular bisector if it passes through the _______ of the given line segment.
How many perpendicular bisectors can be drawn to a line segment of length 6 cm?
How many perpendiculars can be drawn to a line segment of length 6 cm?
For a line segment, a line ______ it and making angle of ______ with it, is called ______ bisector of the line segment.
For a line segment, a line making the angle of ______ with it, is called perpendicular to it.
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