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Class 10 Mathematics Unit 8 Chords and Arcs of a Circle – Unit Wise Class Test 2 | Punjab Board 2027 Model Papers
Class 10 Mathematics Chapter 8 Test 2 New syllabus 2027
Class 10 Mathematics Unit 8: Chords and Arcs of a Circle – Unit Wise Class Test 2 is a useful practice paper for students preparing for the Punjab Board 2027 Model Papers. This Mathematics class test covers important concepts related to chords, arcs, circumference, diameter, central angles, major arcs, minor arcs, segments and circles. Students can use this Class 10 Mathematics Unit 8 Class Test 2 for exam preparation and practice according to the Punjab Board paper pattern.
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Unit 08:
Total Time: 35 min
CHAPTER WISE CLASS TEST
(Test # 2)
Mathematics
Total Marks: 25
| A | B | C | D | A | B | C | D | A | B | C | D |
|---|---|---|---|---|---|---|---|---|---|---|---|
| 1 A |
B | C | D | 4 A |
B | C | D | 7 A |
B | C | D |
| 2 A |
B | C | D | 5 A |
B | C | D | 8 A |
B | C | D |
| 3 A |
B | C | D | 6 A |
B | C | D | ||||
NOTE: Four possible answers A, B, C and D to each question are given.
The choice which you think is correct, fill that circle in front of that question with
Marker or Pen ink. Cutting or filling two or more circles will result in zero mark in
that question.
Q.1:
(8)
1.
The boundary of the circle is called:
2.
A chord passing through the centre of a circle is called:
3.
______ circle(s) can pass through the three non-collinear points?
4.
Perpendicular bisector of a chord always passes through the ______ of circle.
5.
An arc whose central angle measures less than 180° is called:
6.
A circle whose radius is zero is called:
7.
What is the maximum number of points at which two distinct circles can intersect?
8.
Perpendicular from the centre of a circle on a chord ______ it.
(PART – I)
Q.2. Write short answers to following questions.
(6×2=12)
(i) What is the chord of a circle?
(ii) Define the term ‘Arc’.
(iii) Define a major arc.
(iv) What is an angle in the segment?
(v) Define the central angle of a circle.
(vi) What is the condition for three points to determine a unique circle?
(PART – II)
Note: Attempt the following question.
(5)
Q.3.
In a circular fountain of radius 8 m, a pipe AB spans across the fountain.
If mAB = 12 m and O is centre of the circle.
Find the distance from O to the chord AB.
