Chapter 14 · Class 6 ICSE · MCQ Test
Practical Geometry MCQ Test — Class 6 ICSE
Practice 10 multiple-choice questions with instant answer reveal and explanations.
Practical Geometry — MCQ Questions
1Which instrument is used to draw a circle of a given radius?
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Answer: Compass
Hint: This instrument has two arms — one with a pointed end and the other holding a pencil.
Solution:
A compass is a geometrical instrument with two arms.
One arm has a sharp point that is placed at the centre, and the other arm holds a pencil to draw the circle.
Therefore, a compass is used to draw a circle of a given radius.
2Which instrument is used to measure an angle?
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Answer: Protractor
Hint: This is a semi-circular instrument with degree markings from 0 to 180.
Solution:
A protractor is a semi-circular instrument marked with degrees from 0 to 180.
It is used to measure and construct angles of given measures.
3To construct a line segment of length 5.6 cm, which pair of instruments is essential?
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Answer: Ruler and compass
Hint: You need one instrument to measure the length and another to mark it precisely.
Solution:
To construct a line segment of a given length, we use a ruler to measure the required length.
We then use a compass to mark off the exact length on a line.
Therefore, the essential pair is ruler and compass.
4What is the first step in constructing a copy of a given line segment AB?
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Answer: Draw any line and mark a point on it
Hint: You need a base line and a starting point before you can copy the length.
Solution:
To copy a line segment AB, the first step is to draw any line l and mark a point P on it.
Then we set the compass to the length AB and draw an arc from P on line l to get point Q.
PQ is then the required copy of AB.
5A perpendicular bisector of a line segment divides it into:
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Answer: Two equal parts
Hint: The word 'bisector' comes from 'bi' meaning two and 'sect' meaning cut.
Solution:
A perpendicular bisector is a line that is perpendicular to a segment and passes through its midpoint.
Since it passes through the midpoint, it divides the segment into two equal parts.
6What angle does a perpendicular bisector make with the line segment it bisects?
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Answer: 90 degrees
Hint: The word 'perpendicular' gives away the answer.
Solution:
A perpendicular bisector is perpendicular to the line segment.
Perpendicular lines meet at right angles, which means they form a 90-degree angle.
7To construct an angle of 60 degrees using a compass, you draw an arc from the vertex and then:
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Answer: Draw an arc with the same radius from the point where the first arc meets the ray
Hint: An equilateral triangle has all angles equal to 60 degrees, and all sides equal.
Solution:
Draw a ray OA. With centre O, draw an arc cutting OA at point P.
With the same radius and centre P, draw another arc cutting the first arc at point Q.
Join OQ. Angle AOQ = 60 degrees.
This works because OPQ forms an equilateral triangle, so each angle is 60 degrees.
8An angle bisector divides an angle into:
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Answer: Two equal angles
Hint: Recall what 'bisect' means — to cut into two equal parts.
Solution:
An angle bisector is a ray that divides an angle into two equal parts.
If the original angle is 80 degrees, each part after bisection is 40 degrees.
9What is the measure of each angle formed when a right angle is bisected?
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Answer: 45 degrees
Hint: A right angle measures 90 degrees. Bisecting means dividing into two equal parts.
Solution:
A right angle measures 90 degrees.
When bisected, each part = 90 / 2 = 45 degrees.
10Which of the following instruments has a pair of pointed ends and is used to compare lengths?
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Answer: Divider
Hint: Unlike a compass, this instrument does not hold a pencil — both its ends are pointed.
Solution:
A divider has two arms, both ending in sharp points.
It is used to compare lengths of line segments and to transfer measurements.
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Tips for Practical Geometry MCQs
- 1Read each question carefully and identify what is being asked before looking at the options.
- 2Try to solve the problem mentally or on paper first, then match your answer with the options.
- 3Use elimination — rule out clearly wrong options to improve your chances even when unsure.
- 4Check units, signs, and edge cases — these are common traps in Practical Geometry MCQs.
- 5Review your mistakes after completing the test to build lasting understanding.
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