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Class 10 Mathematics Chapter 10 Practical Geometry of Circles Test 2 | Exercise 10.1 | Punjab Board 2027 Model Papers
Class 10 Math Chapter 10 Exercise 10.1 class Test
Class 10 Mathematics Chapter 10: Practical Geometry of Circles Unit Wise Class Test 2 is prepared according to Exercise No. 10.1 and the latest Punjab Board 2027 Model Papers pattern. This Class 10 Mathematics Unit Wise Test covers important concepts of practical geometry of circles, including construction of circles, finding the centre of a circle, arcs, chords, non-collinear points and basic circle construction techniques. Students preparing for Punjab Boards Class 10 Mathematics 2027 can use this test for exam preparation, revision, self-assessment and board-style practice.
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Unit Wise Class Test
T-2
Unit 10: Practical Geometry of Circles
Time: 5 minutes
(Objective Type) Ex 10.1
Total Marks: 5
1. Tick the correct answer.
(1 × 5 = 5)
(i) Number of points needed to draw a unique circle through these points:
(ii) Right bisectors of two different chords of a circle intersect at:
(iii) Number of points needed on the circumference of a circle to find the center of the circle:
(iv) To draw a circle, it is required to know:
(v) The points that lie on a same straight line are called:
Unit Wise Class Test
T-2
Unit 10: Practical Geometry of Circles
Time: 35 minutes
(Subjective Type)
Total Marks: 20
2. Write short answers to the following questions:
(6 × 2 = 12)
(i) Construct a circle with the help of given radius and verify its centre by construction:
r = 1.7 cm
(ii) Draw an arc ABC and complete a circle by finding its centre.
(iii) Take any three non-collinear points (locations of the lamp posts in the park),
construct a circle passing through all these points.
(iv) A part of the Ferris wheel rim is visible as an arc. Using any three points
on the arc, construct the circle by finding its centre.
(v) ABC an arc of a fountain, complete a circle without finding its centre.
(vi) Construct a circle with the help of given radius and verify its centre by construction:
r = 2 cm
Note: Answer the following Questions.
(4 + 4 = 8)
3. Draw an arc PQR and complete a circle without finding its centre.
4. Take any three non-collinear points P, Q, R and construct a circle
passing through these points.
